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385 97Q392 99 409 186V189H449V186Q448 183 436 95T421 3V0H50V19V31Q50 38 56 46T86 81Q115 113 136 137Q145 147 170 174T204 211T233 244T261 278T284 308T305 340T320 369T333 401T340 431T343 464Q343 527 309 573T212 619Q179 619 154 602T119 569T109 550Q109 549 114 549Q132 549 151 535T170 489Q170 464 154 447T109 429Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18947-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18947-MJMAIN-31\" x=\"808\" y=\"-213\"><\/use><use xlink:href=\"#E18947-MJMAIN-3C\" x=\"1303\" y=\"0\"><\/use><g transform=\"translate(2359,0)\"><use xlink:href=\"#E18947-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18947-MJMAIN-32\" x=\"808\" y=\"-213\"><\/use><\/g><\/g><\/svg><\/span><script type=\"math\/tex\">x_1 < x_2<\/script>\uff0c\u6709<\/p>\n<div contenteditable=\"true\" spellcheck=\"false\" 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xlink:href=\"#E18911-MJMAIN-31\" x=\"808\" y=\"-213\"><\/use><\/g><use xlink:href=\"#E18911-MJMAIN-3C\" x=\"2443\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMATHI-58\" x=\"3499\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-2264\" x=\"4628\" y=\"0\"><\/use><g transform=\"translate(5684,0)\"><use xlink:href=\"#E18911-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18911-MJMAIN-32\" x=\"808\" y=\"-213\"><\/use><\/g><use xlink:href=\"#E18911-MJMAIN-29\" x=\"6710\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-3D\" x=\"7376\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMATHI-50\" x=\"8432\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-28\" x=\"9183\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMATHI-58\" x=\"9572\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-2264\" x=\"10702\" y=\"0\"><\/use><g transform=\"translate(11758,0)\"><use xlink:href=\"#E18911-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18911-MJMAIN-32\" x=\"808\" y=\"-213\"><\/use><\/g><use xlink:href=\"#E18911-MJMAIN-29\" x=\"12783\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-2212\" x=\"13395\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMATHI-50\" x=\"14395\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-28\" x=\"15146\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMATHI-58\" x=\"15535\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-2264\" x=\"16665\" y=\"0\"><\/use><g transform=\"translate(17720,0)\"><use xlink:href=\"#E18911-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18911-MJMAIN-31\" x=\"808\" y=\"-213\"><\/use><\/g><use xlink:href=\"#E18911-MJMAIN-29\" x=\"18746\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-3D\" x=\"19413\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMATHI-46\" x=\"20468\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-28\" x=\"21217\" y=\"0\"><\/use><g transform=\"translate(21606,0)\"><use xlink:href=\"#E18911-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18911-MJMAIN-32\" x=\"808\" y=\"-213\"><\/use><\/g><use xlink:href=\"#E18911-MJMAIN-29\" x=\"22632\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-2212\" x=\"23243\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMATHI-46\" x=\"24243\" y=\"0\"><\/use><use xlink:href=\"#E18911-MJMAIN-28\" x=\"24992\" y=\"0\"><\/use><g transform=\"translate(25381,0)\"><use xlink:href=\"#E18911-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18911-MJMAIN-31\" x=\"808\" y=\"-213\"><\/use><\/g><use xlink:href=\"#E18911-MJMAIN-29\" x=\"26407\" y=\"0\"><\/use><\/g><\/g><\/g><\/g><\/svg><\/span><\/div><script type=\"math\/tex; mode=display\" id=\"MathJax-Element-14384\">P(x_1 < X \\leq x_2) = P(X \\leq x_2) - P(X \\leq x_1) = F(x_2) - F(x_1)<\/script><\/div><\/div>\n<\/li>\n\n<\/ul>\n<p><strong>\u5b9a\u7406 4.1<\/strong> \u5206\u5e03\u51fd\u6570<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"4.875ex\" height=\"2.577ex\" viewBox=\"0 -806.1 2099 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18973-MJMATHI-46\" d=\"M48 1Q31 1 31 11Q31 13 34 25Q38 41 42 43T65 46Q92 46 125 49Q139 52 144 61Q146 66 215 342T285 622Q285 629 281 629Q273 632 228 634H197Q191 640 191 642T193 659Q197 676 203 680H742Q749 676 749 669Q749 664 736 557T722 447Q720 440 702 440H690Q683 445 683 453Q683 454 686 477T689 530Q689 560 682 579T663 610T626 626T575 633T503 634H480Q398 633 393 631Q388 629 386 623Q385 622 352 492L320 363H375Q378 363 398 363T426 364T448 367T472 374T489 386Q502 398 511 419T524 457T529 475Q532 480 548 480H560Q567 475 567 470Q567 467 536 339T502 207Q500 200 482 200H470Q463 206 463 212Q463 215 468 234T473 274Q473 303 453 310T364 317H309L277 190Q245 66 245 60Q245 46 334 46H359Q365 40 365 39T363 19Q359 6 353 0H336Q295 2 185 2Q120 2 86 2T48 1Z\"><\/path><path stroke-width=\"0\" id=\"E18973-MJMAIN-28\" d=\"M94 250Q94 319 104 381T127 488T164 576T202 643T244 695T277 729T302 750H315H319Q333 750 333 741Q333 738 316 720T275 667T226 581T184 443T167 250T184 58T225 -81T274 -167T316 -220T333 -241Q333 -250 318 -250H315H302L274 -226Q180 -141 137 -14T94 250Z\"><\/path><path stroke-width=\"0\" id=\"E18973-MJMATHI-78\" d=\"M52 289Q59 331 106 386T222 442Q257 442 286 424T329 379Q371 442 430 442Q467 442 494 420T522 361Q522 332 508 314T481 292T458 288Q439 288 427 299T415 328Q415 374 465 391Q454 404 425 404Q412 404 406 402Q368 386 350 336Q290 115 290 78Q290 50 306 38T341 26Q378 26 414 59T463 140Q466 150 469 151T485 153H489Q504 153 504 145Q504 144 502 134Q486 77 440 33T333 -11Q263 -11 227 52Q186 -10 133 -10H127Q78 -10 57 16T35 71Q35 103 54 123T99 143Q142 143 142 101Q142 81 130 66T107 46T94 41L91 40Q91 39 97 36T113 29T132 26Q168 26 194 71Q203 87 217 139T245 247T261 313Q266 340 266 352Q266 380 251 392T217 404Q177 404 142 372T93 290Q91 281 88 280T72 278H58Q52 284 52 289Z\"><\/path><path stroke-width=\"0\" id=\"E18973-MJMAIN-29\" d=\"M60 749L64 750Q69 750 74 750H86L114 726Q208 641 251 514T294 250Q294 182 284 119T261 12T224 -76T186 -143T145 -194T113 -227T90 -246Q87 -249 86 -250H74Q66 -250 63 -250T58 -247T55 -238Q56 -237 66 -225Q221 -64 221 250T66 725Q56 737 55 738Q55 746 60 749Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18973-MJMATHI-46\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E18973-MJMAIN-28\" x=\"749\" y=\"0\"><\/use><use xlink:href=\"#E18973-MJMATHI-78\" x=\"1138\" y=\"0\"><\/use><use xlink:href=\"#E18973-MJMAIN-29\" x=\"1710\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">F(x)<\/script>\u5177\u6709\u4ee5\u4e0b\u6027\u8d28\uff1a<\/p>\n<ul>\n<li><strong>\u5355\u8c03\u6027\uff1a<\/strong>\u82e5<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"7.861ex\" height=\"1.877ex\" viewBox=\"0 -605.1 3384.7 808.1\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.472ex;\"><defs><path stroke-width=\"0\" id=\"E18947-MJMATHI-78\" d=\"M52 289Q59 331 106 386T222 442Q257 442 286 424T329 379Q371 442 430 442Q467 442 494 420T522 361Q522 332 508 314T481 292T458 288Q439 288 427 299T415 328Q415 374 465 391Q454 404 425 404Q412 404 406 402Q368 386 350 336Q290 115 290 78Q290 50 306 38T341 26Q378 26 414 59T463 140Q466 150 469 151T485 153H489Q504 153 504 145Q504 144 502 134Q486 77 440 33T333 -11Q263 -11 227 52Q186 -10 133 -10H127Q78 -10 57 16T35 71Q35 103 54 123T99 143Q142 143 142 101Q142 81 130 66T107 46T94 41L91 40Q91 39 97 36T113 29T132 26Q168 26 194 71Q203 87 217 139T245 247T261 313Q266 340 266 352Q266 380 251 392T217 404Q177 404 142 372T93 290Q91 281 88 280T72 278H58Q52 284 52 289Z\"><\/path><path stroke-width=\"0\" id=\"E18947-MJMAIN-31\" d=\"M213 578L200 573Q186 568 160 563T102 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429Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18947-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18947-MJMAIN-31\" x=\"808\" y=\"-213\"><\/use><use xlink:href=\"#E18947-MJMAIN-3C\" x=\"1303\" y=\"0\"><\/use><g transform=\"translate(2359,0)\"><use xlink:href=\"#E18947-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18947-MJMAIN-32\" x=\"808\" y=\"-213\"><\/use><\/g><\/g><\/svg><\/span><script type=\"math\/tex\">x_1 < x_2<\/script>\uff0c\u5219<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"14.954ex\" height=\"2.577ex\" viewBox=\"0 -806.1 6438.7 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18948-MJMATHI-46\" d=\"M48 1Q31 1 31 11Q31 13 34 25Q38 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xlink:href=\"#E18948-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18948-MJMAIN-32\" x=\"808\" y=\"-213\"><\/use><\/g><use xlink:href=\"#E18948-MJMAIN-29\" x=\"6049\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">F(x_1) \\leq F(x_2)<\/script><\/li>\n<li><strong>\u89c4\u8303\u6027\uff1a<\/strong><span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"12.361ex\" height=\"2.577ex\" viewBox=\"0 -806.1 5322.2 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18949-MJMATHI-46\" d=\"M48 1Q31 1 31 11Q31 13 34 25Q38 41 42 43T65 46Q92 46 125 49Q139 52 144 61Q146 66 215 342T285 622Q285 629 281 629Q273 632 228 634H197Q191 640 191 642T193 659Q197 676 203 680H742Q749 676 749 669Q749 664 736 557T722 447Q720 440 702 440H690Q683 445 683 453Q683 454 686 477T689 530Q689 560 682 579T663 610T626 626T575 633T503 634H480Q398 633 393 631Q388 629 386 623Q385 622 352 492L320 363H375Q378 363 398 363T426 364T448 367T472 374T489 386Q502 398 511 419T524 457T529 475Q532 480 548 480H560Q567 475 567 470Q567 467 536 339T502 207Q500 200 482 200H470Q463 206 463 212Q463 215 468 234T473 274Q473 303 453 310T364 317H309L277 190Q245 66 245 60Q245 46 334 46H359Q365 40 365 39T363 19Q359 6 353 0H336Q295 2 185 2Q120 2 86 2T48 1Z\"><\/path><path stroke-width=\"0\" id=\"E18949-MJMAIN-28\" d=\"M94 250Q94 319 104 381T127 488T164 576T202 643T244 695T277 729T302 750H315H319Q333 750 333 741Q333 738 316 720T275 667T226 581T184 443T167 250T184 58T225 -81T274 -167T316 -220T333 -241Q333 -250 318 -250H315H302L274 -226Q180 -141 137 -14T94 250Z\"><\/path><path stroke-width=\"0\" id=\"E18949-MJMATHI-78\" d=\"M52 289Q59 331 106 386T222 442Q257 442 286 424T329 379Q371 442 430 442Q467 442 494 420T522 361Q522 332 508 314T481 292T458 288Q439 288 427 299T415 328Q415 374 465 391Q454 404 425 404Q412 404 406 402Q368 386 350 336Q290 115 290 78Q290 50 306 38T341 26Q378 26 414 59T463 140Q466 150 469 151T485 153H489Q504 153 504 145Q504 144 502 134Q486 77 440 33T333 -11Q263 -11 227 52Q186 -10 133 -10H127Q78 -10 57 16T35 71Q35 103 54 123T99 143Q142 143 142 101Q142 81 130 66T107 46T94 41L91 40Q91 39 97 36T113 29T132 26Q168 26 194 71Q203 87 217 139T245 247T261 313Q266 340 266 352Q266 380 251 392T217 404Q177 404 142 372T93 290Q91 281 88 280T72 278H58Q52 284 52 289Z\"><\/path><path stroke-width=\"0\" id=\"E18949-MJMAIN-29\" d=\"M60 749L64 750Q69 750 74 750H86L114 726Q208 641 251 514T294 250Q294 182 284 119T261 12T224 -76T186 -143T145 -194T113 -227T90 -246Q87 -249 86 -250H74Q66 -250 63 -250T58 -247T55 -238Q56 -237 66 -225Q221 -64 221 250T66 725Q56 737 55 738Q55 746 60 749Z\"><\/path><path stroke-width=\"0\" id=\"E18949-MJMAIN-2208\" d=\"M84 250Q84 372 166 450T360 539Q361 539 377 539T419 540T469 540H568Q583 532 583 520Q583 511 570 501L466 500Q355 499 329 494Q280 482 242 458T183 409T147 354T129 306T124 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stroke-width=\"0\" id=\"E18949-MJMAIN-31\" d=\"M213 578L200 573Q186 568 160 563T102 556H83V602H102Q149 604 189 617T245 641T273 663Q275 666 285 666Q294 666 302 660V361L303 61Q310 54 315 52T339 48T401 46H427V0H416Q395 3 257 3Q121 3 100 0H88V46H114Q136 46 152 46T177 47T193 50T201 52T207 57T213 61V578Z\"><\/path><path stroke-width=\"0\" id=\"E18949-MJMAIN-5D\" d=\"M22 710V750H159V-250H22V-210H119V710H22Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18949-MJMATHI-46\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E18949-MJMAIN-28\" x=\"749\" y=\"0\"><\/use><use xlink:href=\"#E18949-MJMATHI-78\" x=\"1138\" y=\"0\"><\/use><use xlink:href=\"#E18949-MJMAIN-29\" x=\"1710\" y=\"0\"><\/use><use xlink:href=\"#E18949-MJMAIN-2208\" x=\"2376\" y=\"0\"><\/use><use xlink:href=\"#E18949-MJMAIN-5B\" x=\"3321\" y=\"0\"><\/use><use xlink:href=\"#E18949-MJMAIN-30\" x=\"3599\" y=\"0\"><\/use><use 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x=\"7499\" y=\"0\"><\/use><use xlink:href=\"#E18950-MJMAIN-29\" x=\"8499\" y=\"0\"><\/use><use xlink:href=\"#E18950-MJMAIN-3D\" x=\"9166\" y=\"0\"><\/use><use xlink:href=\"#E18950-MJMAIN-31\" x=\"10221\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">F(-\\infty) = 0, F(+\\infty) = 1<\/script><\/li>\n<li><strong>\u53f3\u8fde\u7eed\u6027\uff1a<\/strong><span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"16.848ex\" height=\"2.577ex\" viewBox=\"0 -806.1 7254 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18951-MJMATHI-46\" d=\"M48 1Q31 1 31 11Q31 13 34 25Q38 41 42 43T65 46Q92 46 125 49Q139 52 144 61Q146 66 215 342T285 622Q285 629 281 629Q273 632 228 634H197Q191 640 191 642T193 659Q197 676 203 680H742Q749 676 749 669Q749 664 736 557T722 447Q720 440 702 440H690Q683 445 683 453Q683 454 686 477T689 530Q689 560 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1<\/script>.<\/p>\n<ul>\n<li><p>\u6839\u636e\u89c4\u8303\u6027\u53ef\u77e5\u66f2\u7ebf<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"8.665ex\" height=\"2.577ex\" viewBox=\"0 -806.1 3730.6 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18965-MJMATHI-79\" d=\"M21 287Q21 301 36 335T84 406T158 442Q199 442 224 419T250 355Q248 336 247 334Q247 331 231 288T198 191T182 105Q182 62 196 45T238 27Q261 27 281 38T312 61T339 94Q339 95 344 114T358 173T377 247Q415 397 419 404Q432 431 462 431Q475 431 483 424T494 412T496 403Q496 390 447 193T391 -23Q363 -106 294 -155T156 -205Q111 -205 77 -183T43 -117Q43 -95 50 -80T69 -58T89 -48T106 -45Q150 -45 150 -87Q150 -107 138 -122T115 -142T102 -147L99 -148Q101 -153 118 -160T152 -167H160Q177 -167 186 -165Q219 -156 247 -127T290 -65T313 -9T321 21L315 17Q309 13 296 6T270 -6Q250 -11 231 -11Q185 -11 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type=\"math\/tex; mode=display\" id=\"MathJax-Element-14387\">P(x_1 < X \\leq x_2) = F(x_2) - F(x_1) = \\int_{x_1}^{x_2} f(x) \\mathrm{d}x<\/script><\/div><\/div>\n<\/li>\n\n<\/ul>\n<p><strong>\u5f15\u7406 4.2<\/strong> \u5bf9\u8fde\u7eed\u968f\u673a\u53d8\u91cf<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"1.979ex\" height=\"1.877ex\" viewBox=\"0 -755.9 852 808.1\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.121ex;\"><defs><path stroke-width=\"0\" id=\"E19043-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 645T202 664Q206 677 212 683H226Q260 681 347 681Q380 681 408 681T453 682T473 682Q490 682 490 671Q490 670 488 658Q484 643 481 640T465 637Q434 634 411 620L488 426L541 485Q646 598 646 610Q646 628 622 635Q617 635 609 637Q594 637 594 648Q594 650 596 664Q600 677 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361Q522 332 508 314T481 292T458 288Q439 288 427 299T415 328Q415 374 465 391Q454 404 425 404Q412 404 406 402Q368 386 350 336Q290 115 290 78Q290 50 306 38T341 26Q378 26 414 59T463 140Q466 150 469 151T485 153H489Q504 153 504 145Q504 144 502 134Q486 77 440 33T333 -11Q263 -11 227 52Q186 -10 133 -10H127Q78 -10 57 16T35 71Q35 103 54 123T99 143Q142 143 142 101Q142 81 130 66T107 46T94 41L91 40Q91 39 97 36T113 29T132 26Q168 26 194 71Q203 87 217 139T245 247T261 313Q266 340 266 352Q266 380 251 392T217 404Q177 404 142 372T93 290Q91 281 88 280T72 278H58Q52 284 52 289Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18974-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">x<\/script>\u70b9\u8fde\u7eed\uff0c\u5219<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"4.875ex\" height=\"2.577ex\" viewBox=\"0 -806.1 2099 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18973-MJMATHI-46\" d=\"M48 1Q31 1 31 11Q31 13 34 25Q38 41 42 43T65 46Q92 46 125 49Q139 52 144 61Q146 66 215 342T285 622Q285 629 281 629Q273 632 228 634H197Q191 640 191 642T193 659Q197 676 203 680H742Q749 676 749 669Q749 664 736 557T722 447Q720 440 702 440H690Q683 445 683 453Q683 454 686 477T689 530Q689 560 682 579T663 610T626 626T575 633T503 634H480Q398 633 393 631Q388 629 386 623Q385 622 352 492L320 363H375Q378 363 398 363T426 364T448 367T472 374T489 386Q502 398 511 419T524 457T529 475Q532 480 548 480H560Q567 475 567 470Q567 467 536 339T502 207Q500 200 482 200H470Q463 206 463 212Q463 215 468 234T473 274Q473 303 453 310T364 317H309L277 190Q245 66 245 60Q245 46 334 46H359Q365 40 365 39T363 19Q359 6 353 0H336Q295 2 185 2Q120 2 86 2T48 1Z\"><\/path><path stroke-width=\"0\" id=\"E18973-MJMAIN-28\" d=\"M94 250Q94 319 104 381T127 488T164 576T202 643T244 695T277 729T302 750H315H319Q333 750 333 741Q333 738 316 720T275 667T226 581T184 443T167 250T184 58T225 -81T274 -167T316 -220T333 -241Q333 -250 318 -250H315H302L274 -226Q180 -141 137 -14T94 250Z\"><\/path><path stroke-width=\"0\" id=\"E18973-MJMATHI-78\" d=\"M52 289Q59 331 106 386T222 442Q257 442 286 424T329 379Q371 442 430 442Q467 442 494 420T522 361Q522 332 508 314T481 292T458 288Q439 288 427 299T415 328Q415 374 465 391Q454 404 425 404Q412 404 406 402Q368 386 350 336Q290 115 290 78Q290 50 306 38T341 26Q378 26 414 59T463 140Q466 150 469 151T485 153H489Q504 153 504 145Q504 144 502 134Q486 77 440 33T333 -11Q263 -11 227 52Q186 -10 133 -10H127Q78 -10 57 16T35 71Q35 103 54 123T99 143Q142 143 142 101Q142 81 130 66T107 46T94 41L91 40Q91 39 97 36T113 29T132 26Q168 26 194 71Q203 87 217 139T245 247T261 313Q266 340 266 352Q266 380 251 392T217 404Q177 404 142 372T93 290Q91 281 88 280T72 278H58Q52 284 52 289Z\"><\/path><path stroke-width=\"0\" id=\"E18973-MJMAIN-29\" d=\"M60 749L64 750Q69 750 74 750H86L114 726Q208 641 251 514T294 250Q294 182 284 119T261 12T224 -76T186 -143T145 -194T113 -227T90 -246Q87 -249 86 -250H74Q66 -250 63 -250T58 -247T55 -238Q56 -237 66 -225Q221 -64 221 250T66 725Q56 737 55 738Q55 746 60 749Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18973-MJMATHI-46\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E18973-MJMAIN-28\" x=\"749\" y=\"0\"><\/use><use xlink:href=\"#E18973-MJMATHI-78\" x=\"1138\" y=\"0\"><\/use><use xlink:href=\"#E18973-MJMAIN-29\" x=\"1710\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">F(x)<\/script>\u5728<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"1.329ex\" height=\"1.41ex\" viewBox=\"0 -504.6 572 607.1\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.238ex;\"><defs><path stroke-width=\"0\" id=\"E18974-MJMATHI-78\" d=\"M52 289Q59 331 106 386T222 442Q257 442 286 424T329 379Q371 442 430 442Q467 442 494 420T522 361Q522 332 508 314T481 292T458 288Q439 288 427 299T415 328Q415 374 465 391Q454 404 425 404Q412 404 406 402Q368 386 350 336Q290 115 290 78Q290 50 306 38T341 26Q378 26 414 59T463 140Q466 150 469 151T485 153H489Q504 153 504 145Q504 144 502 134Q486 77 440 33T333 -11Q263 -11 227 52Q186 -10 133 -10H127Q78 -10 57 16T35 71Q35 103 54 123T99 143Q142 143 142 101Q142 81 130 66T107 46T94 41L91 40Q91 39 97 36T113 29T132 26Q168 26 194 71Q203 87 217 139T245 247T261 313Q266 340 266 352Q266 380 251 392T217 404Q177 404 142 372T93 290Q91 281 88 280T72 278H58Q52 284 52 289Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18974-MJMATHI-78\" x=\"0\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">x<\/script>\u70b9\u53ef\u5bfc\uff0c\u4e14<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"13.143ex\" height=\"2.694ex\" viewBox=\"0 -856.4 5658.9 1160\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18975-MJMATHI-46\" d=\"M48 1Q31 1 31 11Q31 13 34 25Q38 41 42 43T65 46Q92 46 125 49Q139 52 144 61Q146 66 215 342T285 622Q285 629 281 629Q273 632 228 634H197Q191 640 191 642T193 659Q197 676 203 680H742Q749 676 749 669Q749 664 736 557T722 447Q720 440 702 440H690Q683 445 683 453Q683 454 686 477T689 530Q689 560 682 579T663 610T626 626T575 633T503 634H480Q398 633 393 631Q388 629 386 623Q385 622 352 492L320 363H375Q378 363 398 363T426 364T448 367T472 374T489 386Q502 398 511 419T524 457T529 475Q532 480 548 480H560Q567 475 567 470Q567 467 536 339T502 207Q500 200 482 200H470Q463 206 463 212Q463 215 468 234T473 274Q473 303 453 310T364 317H309L277 190Q245 66 245 60Q245 46 334 46H359Q365 40 365 39T363 19Q359 6 353 0H336Q295 2 185 2Q120 2 86 2T48 1Z\"><\/path><path stroke-width=\"0\" id=\"E18975-MJMAIN-2032\" d=\"M79 43Q73 43 52 49T30 61Q30 68 85 293T146 528Q161 560 198 560Q218 560 240 545T262 501Q262 496 260 486Q259 479 173 263T84 45T79 43Z\"><\/path><path stroke-width=\"0\" id=\"E18975-MJMAIN-28\" d=\"M94 250Q94 319 104 381T127 488T164 576T202 643T244 695T277 729T302 750H315H319Q333 750 333 741Q333 738 316 720T275 667T226 581T184 443T167 250T184 58T225 -81T274 -167T316 -220T333 -241Q333 -250 318 -250H315H302L274 -226Q180 -141 137 -14T94 250Z\"><\/path><path stroke-width=\"0\" id=\"E18975-MJMATHI-78\" d=\"M52 289Q59 331 106 386T222 442Q257 442 286 424T329 379Q371 442 430 442Q467 442 494 420T522 361Q522 332 508 314T481 292T458 288Q439 288 427 299T415 328Q415 374 465 391Q454 404 425 404Q412 404 406 402Q368 386 350 336Q290 115 290 78Q290 50 306 38T341 26Q378 26 414 59T463 140Q466 150 469 151T485 153H489Q504 153 504 145Q504 144 502 134Q486 77 440 33T333 -11Q263 -11 227 52Q186 -10 133 -10H127Q78 -10 57 16T35 71Q35 103 54 123T99 143Q142 143 142 101Q142 81 130 66T107 46T94 41L91 40Q91 39 97 36T113 29T132 26Q168 26 194 71Q203 87 217 139T245 247T261 313Q266 340 266 352Q266 380 251 392T217 404Q177 404 142 372T93 290Q91 281 88 280T72 278H58Q52 284 52 289Z\"><\/path><path stroke-width=\"0\" id=\"E18975-MJMAIN-29\" d=\"M60 749L64 750Q69 750 74 750H86L114 726Q208 641 251 514T294 250Q294 182 284 119T261 12T224 -76T186 -143T145 -194T113 -227T90 -246Q87 -249 86 -250H74Q66 -250 63 -250T58 -247T55 -238Q56 -237 66 -225Q221 -64 221 250T66 725Q56 737 55 738Q55 746 60 749Z\"><\/path><path stroke-width=\"0\" id=\"E18975-MJMAIN-3D\" d=\"M56 347Q56 360 70 367H707Q722 359 722 347Q722 336 708 328L390 327H72Q56 332 56 347ZM56 153Q56 168 72 173H708Q722 163 722 153Q722 140 707 133H70Q56 140 56 153Z\"><\/path><path stroke-width=\"0\" id=\"E18975-MJMATHI-66\" d=\"M118 -162Q120 -162 124 -164T135 -167T147 -168Q160 -168 171 -155T187 -126Q197 -99 221 27T267 267T289 382V385H242Q195 385 192 387Q188 390 188 397L195 425Q197 430 203 430T250 431Q298 431 298 432Q298 434 307 482T319 540Q356 705 465 705Q502 703 526 683T550 630Q550 594 529 578T487 561Q443 561 443 603Q443 622 454 636T478 657L487 662Q471 668 457 668Q445 668 434 658T419 630Q412 601 403 552T387 469T380 433Q380 431 435 431Q480 431 487 430T498 424Q499 420 496 407T491 391Q489 386 482 386T428 385H372L349 263Q301 15 282 -47Q255 -132 212 -173Q175 -205 139 -205Q107 -205 81 -186T55 -132Q55 -95 76 -78T118 -61Q162 -61 162 -103Q162 -122 151 -136T127 -157L118 -162Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18975-MJMATHI-46\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18975-MJMAIN-2032\" x=\"1104\" y=\"513\"><\/use><use xlink:href=\"#E18975-MJMAIN-28\" x=\"1075\" y=\"0\"><\/use><use xlink:href=\"#E18975-MJMATHI-78\" x=\"1464\" y=\"0\"><\/use><use xlink:href=\"#E18975-MJMAIN-29\" x=\"2036\" y=\"0\"><\/use><use xlink:href=\"#E18975-MJMAIN-3D\" x=\"2703\" y=\"0\"><\/use><use xlink:href=\"#E18975-MJMATHI-66\" x=\"3758\" y=\"0\"><\/use><use xlink:href=\"#E18975-MJMAIN-28\" x=\"4308\" y=\"0\"><\/use><use xlink:href=\"#E18975-MJMATHI-78\" x=\"4697\" y=\"0\"><\/use><use xlink:href=\"#E18975-MJMAIN-29\" x=\"5269\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">F'(x) = f(x)<\/script>.<\/p>\n<p><strong>\u5f15\u7406 4.3 <\/strong>\u5bf9\u4efb\u610f\u5e38\u6570<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"1.006ex\" height=\"1.41ex\" viewBox=\"0 -504.6 433 607.1\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.238ex;\"><defs><path stroke-width=\"0\" id=\"E19011-MJMATHI-63\" d=\"M34 159Q34 268 120 355T306 442Q362 442 394 418T427 355Q427 326 408 306T360 285Q341 285 330 295T319 325T330 359T352 380T366 386H367Q367 388 361 392T340 400T306 404Q276 404 249 390Q228 381 206 359Q162 315 142 235T121 119Q121 73 147 50Q169 26 205 26H209Q321 26 394 111Q403 121 406 121Q410 121 419 112T429 98T420 83T391 55T346 25T282 0T202 -11Q127 -11 81 37T34 159Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E19011-MJMATHI-63\" x=\"0\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">c<\/script>\u548c\u8fde\u7eed\u578b\u968f\u673a\u53d8\u91cf<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"1.979ex\" height=\"1.877ex\" viewBox=\"0 -755.9 852 808.1\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.121ex;\"><defs><path stroke-width=\"0\" id=\"E19043-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 645T202 664Q206 677 212 683H226Q260 681 347 681Q380 681 408 681T453 682T473 682Q490 682 490 671Q490 670 488 658Q484 643 481 640T465 637Q434 634 411 620L488 426L541 485Q646 598 646 610Q646 628 622 635Q617 635 609 637Q594 637 594 648Q594 650 596 664Q600 677 606 683H618Q619 683 643 683T697 681T738 680Q828 680 837 683H845Q852 676 852 672Q850 647 840 637H824Q790 636 763 628T722 611T698 593L687 584Q687 585 592 480L505 384Q505 383 536 304T601 142T638 56Q648 47 699 46Q734 46 734 37Q734 35 732 23Q728 7 725 4T711 1Q708 1 678 1T589 2Q528 2 496 2T461 1Q444 1 444 10Q444 11 446 25Q448 35 450 39T455 44T464 46T480 47T506 54Q523 62 523 64Q522 64 476 181L429 299Q241 95 236 84Q232 76 232 72Q232 53 261 47Q262 47 267 47T273 46Q276 46 277 46T280 45T283 42T284 35Q284 26 282 19Q279 6 276 4T261 1Q258 1 243 1T201 2T142 2Q64 2 42 0Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E19043-MJMATHI-58\" x=\"0\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">X<\/script>\uff0c\u6709<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"13.892ex\" height=\"2.577ex\" viewBox=\"0 -806.1 5981.1 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18978-MJMATHI-50\" d=\"M287 628Q287 635 230 637Q206 637 199 638T192 648Q192 649 194 659Q200 679 203 681T397 683Q587 682 600 680Q664 669 707 631T751 530Q751 453 685 389Q616 321 507 303Q500 302 402 301H307L277 182Q247 66 247 59Q247 55 248 54T255 50T272 48T305 46H336Q342 37 342 35Q342 19 335 5Q330 0 319 0Q316 0 282 1T182 2Q120 2 87 2T51 1Q33 1 33 11Q33 13 36 25Q40 41 44 43T67 46Q94 46 127 49Q141 52 146 61Q149 65 218 339T287 628ZM645 554Q645 567 643 575T634 597T609 619T560 635Q553 636 480 637Q463 637 445 637T416 636T404 636Q391 635 386 627Q384 621 367 550T332 412T314 344Q314 342 395 342H407H430Q542 342 590 392Q617 419 631 471T645 554Z\"><\/path><path stroke-width=\"0\" id=\"E18978-MJMAIN-28\" d=\"M94 250Q94 319 104 381T127 488T164 576T202 643T244 695T277 729T302 750H315H319Q333 750 333 741Q333 738 316 720T275 667T226 581T184 443T167 250T184 58T225 -81T274 -167T316 -220T333 -241Q333 -250 318 -250H315H302L274 -226Q180 -141 137 -14T94 250Z\"><\/path><path stroke-width=\"0\" id=\"E18978-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 645T202 664Q206 677 212 683H226Q260 681 347 681Q380 681 408 681T453 682T473 682Q490 682 490 671Q490 670 488 658Q484 643 481 640T465 637Q434 634 411 620L488 426L541 485Q646 598 646 610Q646 628 622 635Q617 635 609 637Q594 637 594 648Q594 650 596 664Q600 677 606 683H618Q619 683 643 683T697 681T738 680Q828 680 837 683H845Q852 676 852 672Q850 647 840 637H824Q790 636 763 628T722 611T698 593L687 584Q687 585 592 480L505 384Q505 383 536 304T601 142T638 56Q648 47 699 46Q734 46 734 37Q734 35 732 23Q728 7 725 4T711 1Q708 1 678 1T589 2Q528 2 496 2T461 1Q444 1 444 10Q444 11 446 25Q448 35 450 39T455 44T464 46T480 47T506 54Q523 62 523 64Q522 64 476 181L429 299Q241 95 236 84Q232 76 232 72Q232 53 261 47Q262 47 267 47T273 46Q276 46 277 46T280 45T283 42T284 35Q284 26 282 19Q279 6 276 4T261 1Q258 1 243 1T201 2T142 2Q64 2 42 0Z\"><\/path><path stroke-width=\"0\" id=\"E18978-MJMAIN-3D\" d=\"M56 347Q56 360 70 367H707Q722 359 722 347Q722 336 708 328L390 327H72Q56 332 56 347ZM56 153Q56 168 72 173H708Q722 163 722 153Q722 140 707 133H70Q56 140 56 153Z\"><\/path><path stroke-width=\"0\" id=\"E18978-MJMATHI-63\" d=\"M34 159Q34 268 120 355T306 442Q362 442 394 418T427 355Q427 326 408 306T360 285Q341 285 330 295T319 325T330 359T352 380T366 386H367Q367 388 361 392T340 400T306 404Q276 404 249 390Q228 381 206 359Q162 315 142 235T121 119Q121 73 147 50Q169 26 205 26H209Q321 26 394 111Q403 121 406 121Q410 121 419 112T429 98T420 83T391 55T346 25T282 0T202 -11Q127 -11 81 37T34 159Z\"><\/path><path stroke-width=\"0\" id=\"E18978-MJMAIN-29\" d=\"M60 749L64 750Q69 750 74 750H86L114 726Q208 641 251 514T294 250Q294 182 284 119T261 12T224 -76T186 -143T145 -194T113 -227T90 -246Q87 -249 86 -250H74Q66 -250 63 -250T58 -247T55 -238Q56 -237 66 -225Q221 -64 221 250T66 725Q56 737 55 738Q55 746 60 749Z\"><\/path><path stroke-width=\"0\" id=\"E18978-MJMAIN-30\" d=\"M96 585Q152 666 249 666Q297 666 345 640T423 548Q460 465 460 320Q460 165 417 83Q397 41 362 16T301 -15T250 -22Q224 -22 198 -16T137 16T82 83Q39 165 39 320Q39 494 96 585ZM321 597Q291 629 250 629Q208 629 178 597Q153 571 145 525T137 333Q137 175 145 125T181 46Q209 16 250 16Q290 16 318 46Q347 76 354 130T362 333Q362 478 354 524T321 597Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18978-MJMATHI-50\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E18978-MJMAIN-28\" x=\"751\" y=\"0\"><\/use><use xlink:href=\"#E18978-MJMATHI-58\" x=\"1140\" y=\"0\"><\/use><use xlink:href=\"#E18978-MJMAIN-3D\" x=\"2269\" y=\"0\"><\/use><use xlink:href=\"#E18978-MJMATHI-63\" x=\"3325\" y=\"0\"><\/use><use xlink:href=\"#E18978-MJMAIN-29\" x=\"3758\" y=\"0\"><\/use><use xlink:href=\"#E18978-MJMAIN-3D\" x=\"4425\" y=\"0\"><\/use><use xlink:href=\"#E18978-MJMAIN-30\" x=\"5481\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">P(X = c) = 0<\/script><\/p>\n<p><strong>Remarks:<\/strong><\/p>\n<ul>\n<li>\u4e8b\u4ef6\u662f\u5b64\u70b9\u7684\uff1a\u4e00\u4e2a\u4e8b\u4ef6\u7684\u6982\u7387\u4e3a0\uff0c\u4e0d\u80fd\u63a8\u51fa\u8be5\u4e8b\u4ef6\u662f\u4e0d\u53ef\u80fd\u4e8b\u4ef6\uff1b\u4e00\u4e2a\u4e8b\u4ef6\u7684\u6982\u7387\u4e3a1\uff0c\u4e5f\u4e0d\u80fd\u63a8\u51fa\u8be5\u4e8b\u4ef6\u662f\u5fc5\u7136\u4e8b\u4ef6<\/li>\n<li><span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"65.091ex\" height=\"2.577ex\" viewBox=\"0 -806.1 28025.1 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18979-MJMATHI-50\" d=\"M287 628Q287 635 230 637Q206 637 199 638T192 648Q192 649 194 659Q200 679 203 681T397 683Q587 682 600 680Q664 669 707 631T751 530Q751 453 685 389Q616 321 507 303Q500 302 402 301H307L277 182Q247 66 247 59Q247 55 248 54T255 50T272 48T305 46H336Q342 37 342 35Q342 19 335 5Q330 0 319 0Q316 0 282 1T182 2Q120 2 87 2T51 1Q33 1 33 11Q33 13 36 25Q40 41 44 43T67 46Q94 46 127 49Q141 52 146 61Q149 65 218 339T287 628ZM645 554Q645 567 643 575T634 597T609 619T560 635Q553 636 480 637Q463 637 445 637T416 636T404 636Q391 635 386 627Q384 621 367 550T332 412T314 344Q314 342 395 342H407H430Q542 342 590 392Q617 419 631 471T645 554Z\"><\/path><path stroke-width=\"0\" id=\"E18979-MJMAIN-28\" d=\"M94 250Q94 319 104 381T127 488T164 576T202 643T244 695T277 729T302 750H315H319Q333 750 333 741Q333 738 316 720T275 667T226 581T184 443T167 250T184 58T225 -81T274 -167T316 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xlink:href=\"#E18979-MJMAIN-29\" x=\"5617\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-3D\" x=\"6283\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-50\" x=\"7339\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-28\" x=\"8090\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-61\" x=\"8479\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-3C\" x=\"9286\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-58\" x=\"10342\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-3C\" x=\"11471\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-62\" x=\"12527\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-29\" x=\"12956\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-3D\" x=\"13623\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-50\" x=\"14679\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-28\" x=\"15430\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-61\" x=\"15819\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-2264\" x=\"16626\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-58\" x=\"17681\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-3C\" x=\"18811\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-62\" x=\"19867\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-29\" x=\"20296\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-3D\" x=\"20963\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-50\" x=\"22018\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-28\" x=\"22769\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-61\" x=\"23158\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-3C\" x=\"23965\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-58\" x=\"25021\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-2264\" x=\"26151\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMATHI-62\" x=\"27207\" y=\"0\"><\/use><use xlink:href=\"#E18979-MJMAIN-29\" x=\"27636\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">P(a \\leq X \\leq b) = P(a < X < b) = P(a \\leq X < b) = P(a < X \\leq b)<\/script>.<\/li>\n<li>\u6ce8\u610f\uff1a\u6982\u7387\u5bc6\u5ea6\u51fd\u6570\u4e0d\u662f\u6982\u7387\uff0c\u5373<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"21.725ex\" height=\"2.577ex\" viewBox=\"0 -806.1 9353.7 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18980-MJMATHI-50\" d=\"M287 628Q287 635 230 637Q206 637 199 638T192 648Q192 649 194 659Q200 679 203 681T397 683Q587 682 600 680Q664 669 707 631T751 530Q751 453 685 389Q616 321 507 303Q500 302 402 301H307L277 182Q247 66 247 59Q247 55 248 54T255 50T272 48T305 46H336Q342 37 342 35Q342 19 335 5Q330 0 319 0Q316 0 282 1T182 2Q120 2 87 2T51 1Q33 1 33 11Q33 13 36 25Q40 41 44 43T67 46Q94 46 127 49Q141 52 146 61Q149 65 218 339T287 628ZM645 554Q645 567 643 575T634 597T609 619T560 635Q553 636 480 637Q463 637 445 637T416 636T404 636Q391 635 386 627Q384 621 367 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153 504 145Q504 144 502 134Q486 77 440 33T333 -11Q263 -11 227 52Q186 -10 133 -10H127Q78 -10 57 16T35 71Q35 103 54 123T99 143Q142 143 142 101Q142 81 130 66T107 46T94 41L91 40Q91 39 97 36T113 29T132 26Q168 26 194 71Q203 87 217 139T245 247T261 313Q266 340 266 352Q266 380 251 392T217 404Q177 404 142 372T93 290Q91 281 88 280T72 278H58Q52 284 52 289Z\"><\/path><path stroke-width=\"0\" id=\"E18980-MJMAIN-29\" d=\"M60 749L64 750Q69 750 74 750H86L114 726Q208 641 251 514T294 250Q294 182 284 119T261 12T224 -76T186 -143T145 -194T113 -227T90 -246Q87 -249 86 -250H74Q66 -250 63 -250T58 -247T55 -238Q56 -237 66 -225Q221 -64 221 250T66 725Q56 737 55 738Q55 746 60 749Z\"><\/path><path stroke-width=\"0\" id=\"E18980-MJMAIN-30\" d=\"M96 585Q152 666 249 666Q297 666 345 640T423 548Q460 465 460 320Q460 165 417 83Q397 41 362 16T301 -15T250 -22Q224 -22 198 -16T137 16T82 83Q39 165 39 320Q39 494 96 585ZM321 597Q291 629 250 629Q208 629 178 597Q153 571 145 525T137 333Q137 175 145 125T181 46Q209 16 250 16Q290 16 318 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391Q489 386 482 386T428 385H372L349 263Q301 15 282 -47Q255 -132 212 -173Q175 -205 139 -205Q107 -205 81 -186T55 -132Q55 -95 76 -78T118 -61Q162 -61 162 -103Q162 -122 151 -136T127 -157L118 -162Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18980-MJMATHI-50\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMAIN-28\" x=\"751\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMATHI-58\" x=\"1140\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMAIN-3D\" x=\"2269\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMATHI-78\" x=\"3325\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMAIN-29\" x=\"3897\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMAIN-3D\" x=\"4564\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMAIN-30\" x=\"5620\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMAIN-2260\" x=\"6397\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMATHI-66\" x=\"7453\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMAIN-28\" x=\"8003\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMATHI-78\" x=\"8392\" y=\"0\"><\/use><use xlink:href=\"#E18980-MJMAIN-29\" x=\"8964\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">P(X = x) = 0 \\neq f(x)<\/script><\/li>\n\n<\/ul>\n<h2>4.3 \u8fde\u7eed\u578b\u968f\u673a\u53d8\u91cf\u7684\u671f\u671b\u548c\u65b9\u5dee<\/h2>\n<h3>4.3.1 \u671f\u671b<\/h3>\n<p><strong>\u5b9a\u4e49 4.3<\/strong> \u8bbe\u8fde\u7eed\u968f\u673a\u53d8\u91cf<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"1.979ex\" height=\"1.877ex\" viewBox=\"0 -755.9 852 808.1\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.121ex;\"><defs><path stroke-width=\"0\" id=\"E19043-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 645T202 664Q206 677 212 683H226Q260 681 347 681Q380 681 408 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type=\"math\/tex\">X<\/script>\u7684\u5bc6\u5ea6\u51fd\u6570\u4e3a<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"4.413ex\" height=\"2.577ex\" viewBox=\"0 -806.1 1900 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E19006-MJMATHI-66\" d=\"M118 -162Q120 -162 124 -164T135 -167T147 -168Q160 -168 171 -155T187 -126Q197 -99 221 27T267 267T289 382V385H242Q195 385 192 387Q188 390 188 397L195 425Q197 430 203 430T250 431Q298 431 298 432Q298 434 307 482T319 540Q356 705 465 705Q502 703 526 683T550 630Q550 594 529 578T487 561Q443 561 443 603Q443 622 454 636T478 657L487 662Q471 668 457 668Q445 668 434 658T419 630Q412 601 403 552T387 469T380 433Q380 431 435 431Q480 431 487 430T498 424Q499 420 496 407T491 391Q489 386 482 386T428 385H372L349 263Q301 15 282 -47Q255 -132 212 -173Q175 -205 139 -205Q107 -205 81 -186T55 -132Q55 -95 76 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x=\"674\" y=\"-213\"><\/use><\/g><use xlink:href=\"#E18916-MJMAIN-28\" x=\"12854\" y=\"0\"><\/use><use xlink:href=\"#E18916-MJMATHI-78\" x=\"13243\" y=\"0\"><\/use><use xlink:href=\"#E18916-MJMAIN-29\" x=\"13815\" y=\"0\"><\/use><use xlink:href=\"#E18916-MJMAIN-29\" x=\"14204\" y=\"0\"><\/use><\/g><\/g><\/g><\/svg><\/span><\/div><script type=\"math\/tex; mode=display\" id=\"MathJax-Element-14389\">\\mathbb{E}\\left( \\sum_{i=1}^n c_i g_i(X)\\right) = \\sum_{i=1}^n c_i\\mathbb{E}(g_i(x))<\/script><\/div><\/div>\n<\/li>\n<li><p>\u5bf9\u8fde\u7eed\u968f\u673a\u53d8\u91cf<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"1.979ex\" height=\"1.877ex\" viewBox=\"0 -755.9 852 808.1\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.121ex;\"><defs><path stroke-width=\"0\" id=\"E19043-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 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xlink:href=\"#E18994-MJMAIN-28\" x=\"1606\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJMATHI-78\" x=\"1995\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJMAIN-29\" x=\"2567\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJMAIN-29\" x=\"2956\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJMAIN-2264\" x=\"3622\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJAMS-45\" x=\"4678\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJMAIN-28\" x=\"5345\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJMATHI-66\" x=\"5734\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJMAIN-28\" x=\"6284\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJMATHI-78\" x=\"6673\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJMAIN-29\" x=\"7245\" y=\"0\"><\/use><use xlink:href=\"#E18994-MJMAIN-29\" x=\"7634\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">f(\\mathbb{E}(x)) \\leq \\mathbb{E}(f(x))<\/script>.<\/p>\n<\/li>\n<li><p>\u5bf9\u8fde\u7eed\u968f\u673a\u53d8\u91cf<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; 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-130 679 -138H98Q84 -131 84 -118Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E18997-MJMATHI-66\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMAIN-28\" x=\"550\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJAMS-45\" x=\"939\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMAIN-28\" x=\"1606\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMATHI-78\" x=\"1995\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMAIN-29\" x=\"2567\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMAIN-29\" x=\"2956\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMAIN-2265\" x=\"3622\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJAMS-45\" x=\"4678\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMAIN-28\" x=\"5345\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMATHI-66\" x=\"5734\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMAIN-28\" x=\"6284\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMATHI-78\" x=\"6673\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMAIN-29\" x=\"7245\" y=\"0\"><\/use><use xlink:href=\"#E18997-MJMAIN-29\" x=\"7634\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">f(\\mathbb{E}(x)) \\geq \\mathbb{E}(f(x))<\/script>.<\/p>\n<\/li>\n\n<\/ul>\n<p><strong>\u5b9a\u4e49 4.4<\/strong> \u5bf9\u975e\u8d1f\u968f\u673a\u53d8\u91cf<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"1.979ex\" height=\"1.877ex\" viewBox=\"0 -755.9 852 808.1\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.121ex;\"><defs><path stroke-width=\"0\" id=\"E19043-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 645T202 664Q206 677 212 683H226Q260 681 347 681Q380 681 408 681T453 682T473 682Q490 682 490 671Q490 670 488 658Q484 643 481 640T465 637Q434 634 411 620L488 426L541 485Q646 598 646 610Q646 628 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xlink:href=\"#E18917-MJMAIN-2B\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18917-MJMAIN-221E\" x=\"778\" y=\"0\"><\/use><\/g><use transform=\"scale(0.707)\" xlink:href=\"#E18917-MJMAIN-30\" x=\"786\" y=\"-1269\"><\/use><\/g><use xlink:href=\"#E18917-MJMATHI-50\" x=\"6214\" y=\"0\"><\/use><use xlink:href=\"#E18917-MJMAIN-28\" x=\"6965\" y=\"0\"><\/use><use xlink:href=\"#E18917-MJMATHI-58\" x=\"7354\" y=\"0\"><\/use><use xlink:href=\"#E18917-MJMAIN-3E\" x=\"8484\" y=\"0\"><\/use><use xlink:href=\"#E18917-MJMATHI-74\" x=\"9540\" y=\"0\"><\/use><use xlink:href=\"#E18917-MJMAIN-29\" x=\"9901\" y=\"0\"><\/use><use xlink:href=\"#E18917-MJMAIN-64\" x=\"10290\" y=\"0\"><\/use><use xlink:href=\"#E18917-MJMATHI-74\" x=\"10846\" y=\"0\"><\/use><\/g><\/g><\/g><\/g><\/svg><\/span><\/div><script type=\"math\/tex; mode=display\" id=\"MathJax-Element-14390\">\\mathbb{E}(X) = \\int_{0}^{+\\infty} P(X > t) \\mathrm{d}t<\/script><\/div><\/div>\n<p><strong>\u63a8\u8bba\uff1a<\/strong> \u5bf9\u975e\u8d1f\u968f\u673a\u53d8\u91cf<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"4.901ex\" height=\"2.577ex\" viewBox=\"0 -806.1 2110 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E18999-MJMATHI-67\" d=\"M311 43Q296 30 267 15T206 0Q143 0 105 45T66 160Q66 265 143 353T314 442Q361 442 401 394L404 398Q406 401 409 404T418 412T431 419T447 422Q461 422 470 413T480 394Q480 379 423 152T363 -80Q345 -134 286 -169T151 -205Q10 -205 10 -137Q10 -111 28 -91T74 -71Q89 -71 102 -80T116 -111Q116 -121 114 -130T107 -144T99 -154T92 -162L90 -164H91Q101 -167 151 -167Q189 -167 211 -155Q234 -144 254 -122T282 -75Q288 -56 298 -13Q311 35 311 43ZM384 328L380 339Q377 350 375 354T369 368T359 382T346 393T328 402T306 405Q262 405 221 352Q191 313 171 233T151 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type=\"math\/tex\">\\mathbb{I}[\\cdot]<\/script>\u8868\u793a\u6307\u793a\u51fd\u6570\uff0c\u5982\u679c\u8bba\u65ad\u4e3a\u771f\uff0c\u5176\u503c\u4e3a1\uff0c\u5426\u5219\u4e3a0. \u4e24\u8fb9\u540c\u65f6\u53d6\u671f\u671b\u6709<\/p>\n<div contenteditable=\"true\" spellcheck=\"false\" class=\"mathjax-block md-end-block md-math-block md-rawblock\" id=\"mathjax-n66\" cid=\"n66\" mdtype=\"math_block\"><div class=\"md-rawblock-container md-math-container\" tabindex=\"-1\"><div class=\"MathJax_SVG_Display\" style=\"text-align: center;\"><span class=\"MathJax_SVG\" id=\"MathJax-Element-14392-Frame\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"61.13ex\" height=\"38.064ex\" viewBox=\"0 -8445.5 26319.9 16388.5\" role=\"img\" focusable=\"false\" style=\"vertical-align: -18.226ex; margin-bottom: -0.222ex; max-width: 100%;\" class=\"in-text-selection\"><defs><path stroke-width=\"0\" id=\"E18919-MJAMS-45\" d=\"M12 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y=\"0\"><\/use><\/g><use transform=\"scale(0.707)\" xlink:href=\"#E18919-MJMAIN-30\" x=\"786\" y=\"-1269\"><\/use><\/g><use xlink:href=\"#E18919-MJMATHI-50\" x=\"3917\" y=\"0\"><\/use><use xlink:href=\"#E18919-MJMAIN-28\" x=\"4668\" y=\"0\"><\/use><use xlink:href=\"#E18919-MJMATHI-58\" x=\"5057\" y=\"0\"><\/use><use xlink:href=\"#E18919-MJMAIN-3E\" x=\"6187\" y=\"0\"><\/use><use xlink:href=\"#E18919-MJMATHI-74\" x=\"7243\" y=\"0\"><\/use><use xlink:href=\"#E18919-MJMAIN-29\" x=\"7604\" y=\"0\"><\/use><use xlink:href=\"#E18919-MJMAIN-64\" x=\"7993\" y=\"0\"><\/use><use xlink:href=\"#E18919-MJMATHI-74\" x=\"8549\" y=\"0\"><\/use><\/g><\/g><\/g><\/g><\/svg><\/span><\/div><script type=\"math\/tex; mode=display\" id=\"MathJax-Element-14392\">\\begin{aligned}\n\\mathbb{E}[X] &= \\mathbb{E}\\left[ \\int_0^{+\\infty} \\mathbb{I}[X > t] \\mathrm{d}t \\right]\\\\\n&= \\int_0^{+\\infty} \\left[ \\int_0^{+\\infty} \\mathbb{I}[x > t]f(x) \\mathrm{d}t \\right] \\mathrm{d}x\\\\\n&= \\int_0^{+\\infty} \\left[ \\int_0^{+\\infty} \\mathbb{I}[x > t]f(x) \\mathrm{d}x \\right] \\mathrm{d}t\\\\\n&= \\int_0^{+\\infty} \\left[ \\int_0^{t} \\mathbb{I}[x > t]f(x) \\mathrm{d}x + \\int_{t}^{+\\infty} \\mathbb{I}[x > t]f(x) \\mathrm{d}x \\right] \\mathrm{d}t\\\\\n&= \\int_0^{+\\infty}\\left[ \\int_t^{+\\infty} f(x) \\mathrm{d}x \\right] \\mathrm{d}t\\\\\n&= \\int_0^{+\\infty} P(X > t) \\mathrm{d}t\n\\end{aligned}<\/script><\/div><\/div>\n<\/blockquote>\n<p><strong>\u5b9a\u7406 4.2<\/strong> \u8bbe\u968f\u673a\u53d8\u91cf<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"1.979ex\" height=\"1.877ex\" viewBox=\"0 -755.9 852 808.1\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.121ex;\"><defs><path stroke-width=\"0\" id=\"E19043-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 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y=\"0\"><\/use><use xlink:href=\"#E18923-MJMAIN-5D\" x=\"6507\" y=\"0\"><\/use><\/g><g transform=\"translate(0,-815)\"><use xlink:href=\"#E18923-MJMAIN-30\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E18923-MJMAIN-2C\" x=\"500\" y=\"0\"><\/use><g transform=\"translate(1944,0)\"><text font-family=\"STIXGeneral, 'PingFang SC', serif\" stroke=\"none\" transform=\"scale(50.259) matrix(1 0 0 -1 0 0)\">\u5176<\/text><g transform=\"translate(804,0)\"><text font-family=\"STIXGeneral, 'PingFang SC', serif\" stroke=\"none\" transform=\"scale(50.259) matrix(1 0 0 -1 0 0)\">\u4ed6<\/text><\/g><\/g><\/g><\/g><\/g><\/g><\/g><\/g><\/g><\/svg><\/span><\/div><script type=\"math\/tex; mode=display\" id=\"MathJax-Element-14396\">f(x) = \n\\begin{cases}\n\\frac{1}{b-a}, \\quad x \\in [a, b]\\\\\n0, \\quad \\text{\u5176\u4ed6}\n\\end{cases}<\/script><\/div><\/div>\n<p>\u79f0<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"1.979ex\" height=\"1.877ex\" viewBox=\"0 -755.9 852 808.1\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.121ex;\"><defs><path stroke-width=\"0\" id=\"E19043-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 645T202 664Q206 677 212 683H226Q260 681 347 681Q380 681 408 681T453 682T473 682Q490 682 490 671Q490 670 488 658Q484 643 481 640T465 637Q434 634 411 620L488 426L541 485Q646 598 646 610Q646 628 622 635Q617 635 609 637Q594 637 594 648Q594 650 596 664Q600 677 606 683H618Q619 683 643 683T697 681T738 680Q828 680 837 683H845Q852 676 852 672Q850 647 840 637H824Q790 636 763 628T722 611T698 593L687 584Q687 585 592 480L505 384Q505 383 536 304T601 142T638 56Q648 47 699 46Q734 46 734 37Q734 35 732 23Q728 7 725 4T711 1Q708 1 678 1T589 2Q528 2 496 2T461 1Q444 1 444 10Q444 11 446 25Q448 35 450 39T455 44T464 46T480 47T506 54Q523 62 523 64Q522 64 476 181L429 299Q241 95 236 84Q232 76 232 72Q232 53 261 47Q262 47 267 47T273 46Q276 46 277 46T280 45T283 42T284 35Q284 26 282 19Q279 6 276 4T261 1Q258 1 243 1T201 2T142 2Q64 2 42 0Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E19043-MJMATHI-58\" x=\"0\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">X<\/script><strong>\u670d\u4ece\u533a\u95f4 [a, b] \u4e0a\u7684\u5747\u5300\u5206\u5e03<\/strong>\uff0c\u8bb0\u4e3a <span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"11.922ex\" height=\"2.577ex\" viewBox=\"0 -806.1 5133.2 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E19018-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 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26Q217 26 254 59T298 110Q300 114 325 217T351 328Z\"><\/path><path stroke-width=\"0\" id=\"E19018-MJMAIN-2C\" d=\"M78 35T78 60T94 103T137 121Q165 121 187 96T210 8Q210 -27 201 -60T180 -117T154 -158T130 -185T117 -194Q113 -194 104 -185T95 -172Q95 -168 106 -156T131 -126T157 -76T173 -3V9L172 8Q170 7 167 6T161 3T152 1T140 0Q113 0 96 17Z\"><\/path><path stroke-width=\"0\" id=\"E19018-MJMATHI-62\" d=\"M73 647Q73 657 77 670T89 683Q90 683 161 688T234 694Q246 694 246 685T212 542Q204 508 195 472T180 418L176 399Q176 396 182 402Q231 442 283 442Q345 442 383 396T422 280Q422 169 343 79T173 -11Q123 -11 82 27T40 150V159Q40 180 48 217T97 414Q147 611 147 623T109 637Q104 637 101 637H96Q86 637 83 637T76 640T73 647ZM336 325V331Q336 405 275 405Q258 405 240 397T207 376T181 352T163 330L157 322L136 236Q114 150 114 114Q114 66 138 42Q154 26 178 26Q211 26 245 58Q270 81 285 114T318 219Q336 291 336 325Z\"><\/path><path stroke-width=\"0\" id=\"E19018-MJMAIN-29\" d=\"M60 749L64 750Q69 750 74 750H86L114 726Q208 641 251 514T294 250Q294 182 284 119T261 12T224 -76T186 -143T145 -194T113 -227T90 -246Q87 -249 86 -250H74Q66 -250 63 -250T58 -247T55 -238Q56 -237 66 -225Q221 -64 221 250T66 725Q56 737 55 738Q55 746 60 749Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E19018-MJMATHI-58\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E19018-MJMAIN-223C\" x=\"1129\" y=\"0\"><\/use><use xlink:href=\"#E19018-MJMATHI-55\" x=\"2185\" y=\"0\"><\/use><use xlink:href=\"#E19018-MJMAIN-28\" x=\"2952\" y=\"0\"><\/use><use xlink:href=\"#E19018-MJMATHI-61\" x=\"3341\" y=\"0\"><\/use><use xlink:href=\"#E19018-MJMAIN-2C\" x=\"3870\" y=\"0\"><\/use><use xlink:href=\"#E19018-MJMATHI-62\" x=\"4315\" y=\"0\"><\/use><use xlink:href=\"#E19018-MJMAIN-29\" x=\"4744\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">X \\sim U(a, b)<\/script>\uff0c\u5219<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: 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y=\"0\"><\/use><use xlink:href=\"#E19024-MJMATHI-55\" x=\"2185\" y=\"0\"><\/use><use xlink:href=\"#E19024-MJMAIN-28\" x=\"2952\" y=\"0\"><\/use><use xlink:href=\"#E19024-MJMATHI-61\" x=\"3341\" y=\"0\"><\/use><use xlink:href=\"#E19024-MJMAIN-2C\" x=\"3870\" y=\"0\"><\/use><use xlink:href=\"#E19024-MJMATHI-62\" x=\"4315\" y=\"0\"><\/use><use xlink:href=\"#E19024-MJMAIN-29\" x=\"4744\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">X \\sim U(a,b)<\/script>\u7684\u5206\u5e03\u51fd\u6570\u4e3a\uff1a<\/p>\n<div contenteditable=\"true\" spellcheck=\"false\" class=\"mathjax-block md-end-block md-math-block md-rawblock\" id=\"mathjax-n92\" cid=\"n92\" mdtype=\"math_block\"><div class=\"md-rawblock-container md-math-container\" tabindex=\"-1\"><div class=\"MathJax_SVG_Display\"><span class=\"MathJax_SVG\" id=\"MathJax-Element-14398-Frame\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"132.957ex\" 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inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"9.32ex\" height=\"2.577ex\" viewBox=\"0 -806.1 4012.6 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E19035-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 645T202 664Q206 677 212 683H226Q260 681 347 681Q380 681 408 681T453 682T473 682Q490 682 490 671Q490 670 488 658Q484 643 481 640T465 637Q434 634 411 620L488 426L541 485Q646 598 646 610Q646 628 622 635Q617 635 609 637Q594 637 594 648Q594 650 596 664Q600 677 606 683H618Q619 683 643 683T697 681T738 680Q828 680 837 683H845Q852 676 852 672Q850 647 840 637H824Q790 636 763 628T722 611T698 593L687 584Q687 585 592 480L505 384Q505 383 536 304T601 142T638 56Q648 47 699 46Q734 46 734 37Q734 35 732 23Q728 7 725 4T711 1Q708 1 678 1T589 2Q528 2 496 2T461 1Q444 1 444 10Q444 11 446 25Q448 35 450 39T455 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y=\"0\"><\/use><use xlink:href=\"#E19033-MJMAIN-29\" x=\"1908\" y=\"0\"><\/use><use xlink:href=\"#E19033-MJMAIN-3D\" x=\"2574\" y=\"0\"><\/use><g transform=\"translate(3352,0)\"><g transform=\"translate(397,0)\"><rect stroke=\"none\" width=\"532\" height=\"60\" x=\"0\" y=\"220\"><\/rect><use transform=\"scale(0.707)\" xlink:href=\"#E19033-MJMAIN-31\" x=\"126\" y=\"571\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E19033-MJMATHI-3BB\" x=\"84\" y=\"-559\"><\/use><\/g><\/g><\/g><\/svg><\/span><script type=\"math\/tex\">\\mathbb{E}(X) = \\frac{1}{\\lambda}<\/script><\/p>\n<p><span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"14.452ex\" height=\"3.628ex\" viewBox=\"0 -956.9 6222.5 1562\" role=\"img\" focusable=\"false\" style=\"vertical-align: -1.405ex;\"><defs><path stroke-width=\"0\" id=\"E19034-MJAMS-56\" d=\"M316 683Q327 676 327 666Q327 648 302 648Q272 642 258 628Q249 621 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xlink:href=\"#E19034-MJMATHI-58\" x=\"2555\" y=\"0\"><\/use><use xlink:href=\"#E19034-MJMAIN-29\" x=\"3407\" y=\"0\"><\/use><use xlink:href=\"#E19034-MJMAIN-3D\" x=\"4073\" y=\"0\"><\/use><g transform=\"translate(4851,0)\"><g transform=\"translate(397,0)\"><rect stroke=\"none\" width=\"852\" height=\"60\" x=\"0\" y=\"220\"><\/rect><use transform=\"scale(0.707)\" xlink:href=\"#E19034-MJMAIN-31\" x=\"353\" y=\"571\"><\/use><g transform=\"translate(60,-535)\"><use transform=\"scale(0.707)\" xlink:href=\"#E19034-MJMATHI-3BB\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.5)\" xlink:href=\"#E19034-MJMAIN-32\" x=\"824\" y=\"595\"><\/use><\/g><\/g><\/g><\/g><\/svg><\/span><script type=\"math\/tex\">\\mathbb{VAR}(X) = \\frac{1}{\\lambda^2}<\/script><\/p>\n<h4>\u65e0\u8bb0\u5fc6\u6027\uff1a<\/h4>\n<p><strong>\u5b9a\u7406 4.3<\/strong> \u82e5\u968f\u673a\u53d8\u91cf<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"9.32ex\" height=\"2.577ex\" viewBox=\"0 -806.1 4012.6 1109.7\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E19035-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 645T202 664Q206 677 212 683H226Q260 681 347 681Q380 681 408 681T453 682T473 682Q490 682 490 671Q490 670 488 658Q484 643 481 640T465 637Q434 634 411 620L488 426L541 485Q646 598 646 610Q646 628 622 635Q617 635 609 637Q594 637 594 648Q594 650 596 664Q600 677 606 683H618Q619 683 643 683T697 681T738 680Q828 680 837 683H845Q852 676 852 672Q850 647 840 637H824Q790 636 763 628T722 611T698 593L687 584Q687 585 592 480L505 384Q505 383 536 304T601 142T638 56Q648 47 699 46Q734 46 734 37Q734 35 732 23Q728 7 725 4T711 1Q708 1 678 1T589 2Q528 2 496 2T461 1Q444 1 444 10Q444 11 446 25Q448 35 450 39T455 44T464 46T480 47T506 54Q523 62 523 64Q522 64 476 181L429 299Q241 95 236 84Q232 76 232 72Q232 53 261 47Q262 47 267 47T273 46Q276 46 277 46T280 45T283 42T284 35Q284 26 282 19Q279 6 276 4T261 1Q258 1 243 1T201 2T142 2Q64 2 42 0Z\"><\/path><path stroke-width=\"0\" id=\"E19035-MJMAIN-223C\" d=\"M55 166Q55 241 101 304T222 367Q260 367 296 349T362 304T421 252T484 208T554 189Q616 189 655 236T694 338Q694 350 698 358T708 367Q722 367 722 334Q722 260 677 197T562 134H554Q517 134 481 152T414 196T355 248T292 293T223 311Q179 311 145 286Q109 257 96 218T80 156T69 133Q55 133 55 166Z\"><\/path><path stroke-width=\"0\" id=\"E19035-MJMATHI-65\" d=\"M39 168Q39 225 58 272T107 350T174 402T244 433T307 442H310Q355 442 388 420T421 355Q421 265 310 237Q261 224 176 223Q139 223 138 221Q138 219 132 186T125 128Q125 81 146 54T209 26T302 45T394 111Q403 121 406 121Q410 121 419 112T429 98T420 82T390 55T344 24T281 -1T205 -11Q126 -11 83 42T39 168ZM373 353Q367 405 305 405Q272 405 244 391T199 357T170 316T154 280T149 261Q149 260 169 260Q282 260 327 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y=\"-213\"><\/use><\/g><use transform=\"scale(0.707)\" xlink:href=\"#E18930-MJMATHI-78\" x=\"1704\" y=\"0\"><\/use><\/g><\/g><\/g><g transform=\"translate(0,-4409)\"><use xlink:href=\"#E18930-MJMAIN-3D\" x=\"277\" y=\"0\"><\/use><use xlink:href=\"#E18930-MJMAIN-31\" x=\"1333\" y=\"0\"><\/use><use xlink:href=\"#E18930-MJMAIN-2212\" x=\"2055\" y=\"0\"><\/use><use xlink:href=\"#E18930-MJMATHI-65\" x=\"3056\" y=\"0\"><\/use><use xlink:href=\"#E18930-MJMATHI-78\" x=\"3522\" y=\"0\"><\/use><use xlink:href=\"#E18930-MJMATHI-70\" x=\"4094\" y=\"0\"><\/use><g transform=\"translate(4763,0)\"><use xlink:href=\"#E18930-MJSZ4-28\"><\/use><use xlink:href=\"#E18930-MJMAIN-2212\" x=\"792\" y=\"0\"><\/use><use xlink:href=\"#E18930-MJMATHI-78\" x=\"1570\" y=\"0\"><\/use><g transform=\"translate(2308,0)\"><use xlink:href=\"#E18930-MJSZ2-2211\" x=\"0\" y=\"0\"><\/use><g transform=\"translate(148,-1088)\"><use transform=\"scale(0.707)\" xlink:href=\"#E18930-MJMATHI-69\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18930-MJMAIN-3D\" x=\"345\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18930-MJMAIN-31\" x=\"1123\" y=\"0\"><\/use><\/g><use transform=\"scale(0.707)\" xlink:href=\"#E18930-MJMATHI-6E\" x=\"721\" y=\"1626\"><\/use><\/g><g transform=\"translate(3919,0)\"><use xlink:href=\"#E18930-MJMATHI-3BB\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18930-MJMATHI-69\" x=\"824\" y=\"-213\"><\/use><\/g><use xlink:href=\"#E18930-MJSZ4-29\" x=\"4846\" y=\"0\"><\/use><\/g><\/g><\/g><\/g><\/g><\/svg><\/span><\/div><script type=\"math\/tex; mode=display\" id=\"MathJax-Element-14403\">\\begin{aligned}\nF_X(X) &= P(X \\leq x)\\\\\n&= 1 - P(\\min(X_1, X_2, \\cdots, X_n) > x)\\\\\n&= 1 - \\prod_{i=1}^n P(X_i > x)\\\\\n&= 1 - \\prod_{i=1}^n e^{-\\lambda_i x}\\\\\n&= 1 - exp \\left( -x\\sum_{i=1}^n  \\lambda_i \\right)\n\\end{aligned}<\/script><\/div><\/div>\n<p>\u8bc1\u6bd5.<\/p>\n<\/blockquote>\n<h3>4.4.3 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xlink:href=\"#E18931-MJMAIN-2208\" x=\"11507\" y=\"0\"><\/use><use xlink:href=\"#E18931-MJMAIN-28\" x=\"12452\" y=\"0\"><\/use><use xlink:href=\"#E18931-MJMAIN-2212\" x=\"12841\" y=\"0\"><\/use><use xlink:href=\"#E18931-MJMAIN-221E\" x=\"13619\" y=\"0\"><\/use><use xlink:href=\"#E18931-MJMAIN-2C\" x=\"14619\" y=\"0\"><\/use><use xlink:href=\"#E18931-MJMAIN-2B\" x=\"15064\" y=\"0\"><\/use><use xlink:href=\"#E18931-MJMAIN-221E\" x=\"15842\" y=\"0\"><\/use><use xlink:href=\"#E18931-MJMAIN-29\" x=\"16842\" y=\"0\"><\/use><\/g><\/g><\/g><\/g><\/svg><\/span><\/div><script type=\"math\/tex; mode=display\" id=\"MathJax-Element-14404\">f(x)=\\frac{1}{\\sqrt{2\\pi}\\sigma}e^{-\\frac{(x-\\mu)^2}{2\\sigma^2}}, \\quad x \\in (-\\infty, +\\infty)<\/script><\/div><\/div>\n<p>\u79f0<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"1.979ex\" height=\"1.877ex\" viewBox=\"0 -755.9 852 808.1\" 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xlink:href=\"#E19044-MJMAIN-32\" x=\"809\" y=\"513\"><\/use><\/g><\/g><\/svg><\/span><script type=\"math\/tex\">\\mu, \\sigma^2<\/script>\u7684\u6b63\u6001\u5206\u5e03<\/strong>\uff0c\u8bb0\u4e3a<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"13.973ex\" height=\"2.811ex\" viewBox=\"0 -906.7 6016.1 1210.2\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E19058-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 645T202 664Q206 677 212 683H226Q260 681 347 681Q380 681 408 681T453 682T473 682Q490 682 490 671Q490 670 488 658Q484 643 481 640T465 637Q434 634 411 620L488 426L541 485Q646 598 646 610Q646 628 622 635Q617 635 609 637Q594 637 594 648Q594 650 596 664Q600 677 606 683H618Q619 683 643 683T697 681T738 680Q828 680 837 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-249 86 -250H74Q66 -250 63 -250T58 -247T55 -238Q56 -237 66 -225Q221 -64 221 250T66 725Q56 737 55 738Q55 746 60 749Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E19058-MJMATHI-58\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E19058-MJMAIN-223C\" x=\"1129\" y=\"0\"><\/use><use xlink:href=\"#E19058-MJCAL-4E\" x=\"2185\" y=\"0\"><\/use><use xlink:href=\"#E19058-MJMAIN-28\" x=\"3164\" y=\"0\"><\/use><use xlink:href=\"#E19058-MJMATHI-3BC\" x=\"3553\" y=\"0\"><\/use><use xlink:href=\"#E19058-MJMAIN-2C\" x=\"4156\" y=\"0\"><\/use><g transform=\"translate(4601,0)\"><use xlink:href=\"#E19058-MJMATHI-3C3\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E19058-MJMAIN-32\" x=\"809\" y=\"513\"><\/use><\/g><use xlink:href=\"#E19058-MJMAIN-29\" x=\"5627\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">X \\sim \\mathcal{N}(\\mu, \\sigma^2)<\/script><\/p>\n<p>\u7279\u522b\u5730\uff0c\u82e5<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"5.659ex\" height=\"2.461ex\" viewBox=\"0 -755.9 2436.6 1059.4\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E19046-MJMATHI-3BC\" d=\"M58 -216Q44 -216 34 -208T23 -186Q23 -176 96 116T173 414Q186 442 219 442Q231 441 239 435T249 423T251 413Q251 401 220 279T187 142Q185 131 185 107V99Q185 26 252 26Q261 26 270 27T287 31T302 38T315 45T327 55T338 65T348 77T356 88T365 100L372 110L408 253Q444 395 448 404Q461 431 491 431Q504 431 512 424T523 412T525 402L449 84Q448 79 448 68Q448 43 455 35T476 26Q485 27 496 35Q517 55 537 131Q543 151 547 152Q549 153 557 153H561Q580 153 580 144Q580 138 575 117T555 63T523 13Q510 0 491 -8Q483 -10 467 -10Q446 -10 429 -4T402 11T385 29T376 44T374 51L368 45Q362 39 350 30T324 12T288 -4T246 -11Q199 -11 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y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">\\mu = 0<\/script>\u548c<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"5.587ex\" height=\"1.994ex\" viewBox=\"0 -755.9 2405.6 858.4\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.238ex;\"><defs><path stroke-width=\"0\" id=\"E19047-MJMATHI-3C3\" d=\"M184 -11Q116 -11 74 34T31 147Q31 247 104 333T274 430Q275 431 414 431H552Q553 430 555 429T559 427T562 425T565 422T567 420T569 416T570 412T571 407T572 401Q572 357 507 357Q500 357 490 357T476 358H416L421 348Q439 310 439 263Q439 153 359 71T184 -11ZM361 278Q361 358 276 358Q152 358 115 184Q114 180 114 178Q106 141 106 117Q106 67 131 47T188 26Q242 26 287 73Q316 103 334 153T356 233T361 278Z\"><\/path><path stroke-width=\"0\" id=\"E19047-MJMAIN-3D\" d=\"M56 347Q56 360 70 367H707Q722 359 722 347Q722 336 708 328L390 327H72Q56 332 56 347ZM56 153Q56 168 72 173H708Q722 163 722 153Q722 140 707 133H70Q56 140 56 153Z\"><\/path><path stroke-width=\"0\" id=\"E19047-MJMAIN-31\" d=\"M213 578L200 573Q186 568 160 563T102 556H83V602H102Q149 604 189 617T245 641T273 663Q275 666 285 666Q294 666 302 660V361L303 61Q310 54 315 52T339 48T401 46H427V0H416Q395 3 257 3Q121 3 100 0H88V46H114Q136 46 152 46T177 47T193 50T201 52T207 57T213 61V578Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E19047-MJMATHI-3C3\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E19047-MJMAIN-3D\" x=\"849\" y=\"0\"><\/use><use xlink:href=\"#E19047-MJMAIN-31\" x=\"1905\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">\\sigma = 1<\/script>\uff0c\u79f0<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"7.499ex\" height=\"2.694ex\" viewBox=\"-27 -856.4 3228.7 1160\" role=\"img\" 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46T177 47T193 50T201 52T207 57T213 61V578Z\"><\/path><path stroke-width=\"0\" id=\"E19048-MJMAIN-29\" d=\"M60 749L64 750Q69 750 74 750H86L114 726Q208 641 251 514T294 250Q294 182 284 119T261 12T224 -76T186 -143T145 -194T113 -227T90 -246Q87 -249 86 -250H74Q66 -250 63 -250T58 -247T55 -238Q56 -237 66 -225Q221 -64 221 250T66 725Q56 737 55 738Q55 746 60 749Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E19048-MJCAL-4E\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E19048-MJMAIN-28\" x=\"979\" y=\"0\"><\/use><use xlink:href=\"#E19048-MJMAIN-30\" x=\"1368\" y=\"0\"><\/use><use xlink:href=\"#E19048-MJMAIN-2C\" x=\"1868\" y=\"0\"><\/use><use xlink:href=\"#E19048-MJMAIN-31\" x=\"2312\" y=\"0\"><\/use><use xlink:href=\"#E19048-MJMAIN-29\" x=\"2812\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">\\mathcal{N}(0, 1)<\/script>\u4e3a<strong>\u6807\u51c6\u6b63\u6001\u5206\u5e03<\/strong>\uff0c\u5bc6\u5ea6\u51fd\u6570\u4e3a<\/p>\n<div contenteditable=\"true\" spellcheck=\"false\" class=\"mathjax-block md-end-block md-math-block md-rawblock\" id=\"mathjax-n119\" cid=\"n119\" mdtype=\"math_block\"><div class=\"md-rawblock-container md-math-container\" tabindex=\"-1\"><div class=\"MathJax_SVG_Display\"><span class=\"MathJax_SVG\" id=\"MathJax-Element-14405-Frame\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"132.957ex\" height=\"5.846ex\" viewBox=\"0 -1509.8 57245.3 2517\" role=\"img\" focusable=\"false\" style=\"vertical-align: -2.169ex; margin-bottom: -0.17ex; max-width: 100%;\" class=\"in-text-selection\"><defs><path stroke-width=\"0\" id=\"E18932-MJMAIN-28\" d=\"M94 250Q94 319 104 381T127 488T164 576T202 643T244 695T277 729T302 750H315H319Q333 750 333 741Q333 738 316 720T275 667T226 581T184 443T167 250T184 58T225 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xlink:href=\"#E18932-MJMAIN-32\" x=\"455\" y=\"-621\"><\/use><\/g><\/g><\/g><\/g><use xlink:href=\"#E18932-MJMAIN-2C\" x=\"7561\" y=\"0\"><\/use><use xlink:href=\"#E18932-MJMATHI-78\" x=\"9006\" y=\"0\"><\/use><use xlink:href=\"#E18932-MJMAIN-2208\" x=\"9856\" y=\"0\"><\/use><use xlink:href=\"#E18932-MJMAIN-28\" x=\"10800\" y=\"0\"><\/use><use xlink:href=\"#E18932-MJMAIN-2212\" x=\"11189\" y=\"0\"><\/use><use xlink:href=\"#E18932-MJMAIN-221E\" x=\"11967\" y=\"0\"><\/use><use xlink:href=\"#E18932-MJMAIN-2C\" x=\"12967\" y=\"0\"><\/use><use xlink:href=\"#E18932-MJMAIN-2B\" x=\"13412\" y=\"0\"><\/use><use xlink:href=\"#E18932-MJMAIN-221E\" x=\"14190\" y=\"0\"><\/use><use xlink:href=\"#E18932-MJMAIN-29\" x=\"15190\" y=\"0\"><\/use><\/g><\/g><\/g><\/g><\/svg><\/span><\/div><script type=\"math\/tex; mode=display\" id=\"MathJax-Element-14405\">f(x) = \\frac{1}{\\sqrt{2\\pi}}e^{-\\frac{x^2}{2}}, \\quad x \\in (-\\infty, +\\infty)<\/script><\/div><\/div>\n<p><strong>\u5b9a\u7406 4.4<\/strong> <\/p>\n<p>\u82e5<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"13.973ex\" height=\"2.811ex\" viewBox=\"0 -906.7 6016.1 1210.2\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path stroke-width=\"0\" id=\"E19058-MJMATHI-58\" d=\"M42 0H40Q26 0 26 11Q26 15 29 27Q33 41 36 43T55 46Q141 49 190 98Q200 108 306 224T411 342Q302 620 297 625Q288 636 234 637H206Q200 643 200 645T202 664Q206 677 212 683H226Q260 681 347 681Q380 681 408 681T453 682T473 682Q490 682 490 671Q490 670 488 658Q484 643 481 640T465 637Q434 634 411 620L488 426L541 485Q646 598 646 610Q646 628 622 635Q617 635 609 637Q594 637 594 648Q594 650 596 664Q600 677 606 683H618Q619 683 643 683T697 681T738 680Q828 680 837 683H845Q852 676 852 672Q850 647 840 637H824Q790 636 763 628T722 611T698 593L687 584Q687 585 592 480L505 384Q505 383 536 304T601 142T638 56Q648 47 699 46Q734 46 734 37Q734 35 732 23Q728 7 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y=\"0\"><\/use><use xlink:href=\"#E19053-MJMAIN-223C\" x=\"1129\" y=\"0\"><\/use><use xlink:href=\"#E19053-MJCAL-4E\" x=\"2185\" y=\"0\"><\/use><use xlink:href=\"#E19053-MJMAIN-28\" x=\"3164\" y=\"0\"><\/use><use xlink:href=\"#E19053-MJMAIN-30\" x=\"3553\" y=\"0\"><\/use><use xlink:href=\"#E19053-MJMAIN-2C\" x=\"4053\" y=\"0\"><\/use><use xlink:href=\"#E19053-MJMAIN-31\" x=\"4498\" y=\"0\"><\/use><use xlink:href=\"#E19053-MJMAIN-29\" x=\"4998\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">X \\sim \\mathcal{N}(0, 1)<\/script>\uff0c\u5219\u6709<\/p>\n<div contenteditable=\"true\" spellcheck=\"false\" class=\"mathjax-block md-end-block md-math-block md-rawblock\" id=\"mathjax-n124\" cid=\"n124\" mdtype=\"math_block\"><div class=\"md-rawblock-container md-math-container\" tabindex=\"-1\"><div class=\"MathJax_SVG_Display\"><span class=\"MathJax_SVG\" id=\"MathJax-Element-14407-Frame\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg 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transform=\"matrix(1 0 0 -1 0 0)\"><g transform=\"translate(55467,0)\"><g id=\"mjx-eqn-23\" transform=\"translate(0,-67)\"><use xlink:href=\"#E18934-MJMAIN-28\"><\/use><use xlink:href=\"#E18934-MJMAIN-32\" x=\"389\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMAIN-33\" x=\"889\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMAIN-29\" x=\"1389\" y=\"0\"><\/use><\/g><\/g><g transform=\"translate(23542,0)\"><g transform=\"translate(-15,0)\"><g transform=\"translate(0,-67)\"><use xlink:href=\"#E18934-MJMATHI-59\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMAIN-3D\" x=\"1040\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMATHI-3C3\" x=\"2096\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMATHI-58\" x=\"2668\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMAIN-2B\" x=\"3742\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMATHI-3BC\" x=\"4743\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMAIN-223C\" x=\"5623\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJCAL-4E\" x=\"6679\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMAIN-28\" x=\"7658\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMATHI-3BC\" x=\"8047\" y=\"0\"><\/use><use xlink:href=\"#E18934-MJMAIN-2C\" x=\"8650\" y=\"0\"><\/use><g transform=\"translate(9095,0)\"><use xlink:href=\"#E18934-MJMATHI-3C3\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E18934-MJMAIN-32\" x=\"809\" y=\"583\"><\/use><\/g><use xlink:href=\"#E18934-MJMAIN-29\" x=\"10121\" y=\"0\"><\/use><\/g><\/g><\/g><\/g><\/svg><\/span><\/div><script type=\"math\/tex; mode=display\" id=\"MathJax-Element-14407\">Y = \\sigma X + \\mu \\sim \\mathcal{N}(\\mu, \\sigma^2)<\/script><\/div><\/div>\n<p><strong>\u5b9a\u7406 4.5<\/strong><\/p>\n<p>\u82e5<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"13.762ex\" height=\"2.811ex\" viewBox=\"0 -906.7 5925.1 1210.2\" role=\"img\" focusable=\"false\" style=\"vertical-align: -0.705ex;\"><defs><path 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186V189H449V186Q448 183 436 95T421 3V0H50V19V31Q50 38 56 46T86 81Q115 113 136 137Q145 147 170 174T204 211T233 244T261 278T284 308T305 340T320 369T333 401T340 431T343 464Q343 527 309 573T212 619Q179 619 154 602T119 569T109 550Q109 549 114 549Q132 549 151 535T170 489Q170 464 154 447T109 429Z\"><\/path><path stroke-width=\"0\" id=\"E19051-MJMAIN-29\" d=\"M60 749L64 750Q69 750 74 750H86L114 726Q208 641 251 514T294 250Q294 182 284 119T261 12T224 -76T186 -143T145 -194T113 -227T90 -246Q87 -249 86 -250H74Q66 -250 63 -250T58 -247T55 -238Q56 -237 66 -225Q221 -64 221 250T66 725Q56 737 55 738Q55 746 60 749Z\"><\/path><\/defs><g stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E19051-MJMATHI-58\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E19051-MJMAIN-223C\" x=\"1129\" y=\"0\"><\/use><use xlink:href=\"#E19051-MJMATHI-4E\" x=\"2185\" y=\"0\"><\/use><use xlink:href=\"#E19051-MJMAIN-28\" x=\"3073\" y=\"0\"><\/use><use xlink:href=\"#E19051-MJMATHI-3BC\" x=\"3462\" y=\"0\"><\/use><use xlink:href=\"#E19051-MJMAIN-2C\" x=\"4065\" y=\"0\"><\/use><g transform=\"translate(4510,0)\"><use xlink:href=\"#E19051-MJMATHI-3C3\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E19051-MJMAIN-32\" x=\"809\" y=\"513\"><\/use><\/g><use xlink:href=\"#E19051-MJMAIN-29\" x=\"5536\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">X \\sim N(\\mu, \\sigma^2)<\/script>\uff0c\u5219\u6709<\/p>\n<div contenteditable=\"true\" spellcheck=\"false\" class=\"mathjax-block md-end-block md-math-block md-rawblock\" id=\"mathjax-n127\" cid=\"n127\" mdtype=\"math_block\"><div class=\"md-rawblock-container md-math-container\" tabindex=\"-1\"><div class=\"MathJax_SVG_Display\"><span class=\"MathJax_SVG\" id=\"MathJax-Element-14408-Frame\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"132.957ex\" height=\"3.044ex\" viewBox=\"0 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stroke=\"currentColor\" fill=\"currentColor\" stroke-width=\"0\" transform=\"matrix(1 0 0 -1 0 0)\"><use xlink:href=\"#E19058-MJMATHI-58\" x=\"0\" y=\"0\"><\/use><use xlink:href=\"#E19058-MJMAIN-223C\" x=\"1129\" y=\"0\"><\/use><use xlink:href=\"#E19058-MJCAL-4E\" x=\"2185\" y=\"0\"><\/use><use xlink:href=\"#E19058-MJMAIN-28\" x=\"3164\" y=\"0\"><\/use><use xlink:href=\"#E19058-MJMATHI-3BC\" x=\"3553\" y=\"0\"><\/use><use xlink:href=\"#E19058-MJMAIN-2C\" x=\"4156\" y=\"0\"><\/use><g transform=\"translate(4601,0)\"><use xlink:href=\"#E19058-MJMATHI-3C3\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E19058-MJMAIN-32\" x=\"809\" y=\"513\"><\/use><\/g><use xlink:href=\"#E19058-MJMAIN-29\" x=\"5627\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">X \\sim \\mathcal{N}(\\mu, \\sigma^2)<\/script>\uff0c\u5219\u5bf9\u4efb\u610f\u5b9e\u6570<span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg 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b<\/script>\u6709<\/p>\n<ul>\n<li><span class=\"MathJax_SVG\" tabindex=\"-1\" style=\"font-size: 100%; display: inline-block;\"><svg xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"38.632ex\" height=\"3.628ex\" viewBox=\"0 -1107.7 16633.3 1562\" role=\"img\" focusable=\"false\" style=\"vertical-align: -1.055ex;\"><defs><path stroke-width=\"0\" id=\"E19060-MJMATHI-50\" d=\"M287 628Q287 635 230 637Q206 637 199 638T192 648Q192 649 194 659Q200 679 203 681T397 683Q587 682 600 680Q664 669 707 631T751 530Q751 453 685 389Q616 321 507 303Q500 302 402 301H307L277 182Q247 66 247 59Q247 55 248 54T255 50T272 48T305 46H336Q342 37 342 35Q342 19 335 5Q330 0 319 0Q316 0 282 1T182 2Q120 2 87 2T51 1Q33 1 33 11Q33 13 36 25Q40 41 44 43T67 46Q94 46 127 49Q141 52 146 61Q149 65 218 339T287 628ZM645 554Q645 567 643 575T634 597T609 619T560 635Q553 636 480 637Q463 637 445 637T416 636T404 636Q391 635 386 627Q384 621 367 550T332 412T314 344Q314 342 395 342H407H430Q542 342 590 392Q617 419 631 471T645 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xlink:href=\"#E19062-MJMAIN-29\" x=\"16436\" y=\"0\"><\/use><use xlink:href=\"#E19062-MJMAIN-3D\" x=\"17102\" y=\"0\"><\/use><use xlink:href=\"#E19062-MJMAIN-3A6\" x=\"18158\" y=\"0\"><\/use><use xlink:href=\"#E19062-MJMAIN-28\" x=\"18880\" y=\"0\"><\/use><g transform=\"translate(19269,0)\"><g transform=\"translate(120,0)\"><rect stroke=\"none\" width=\"1399\" height=\"60\" x=\"0\" y=\"220\"><\/rect><g transform=\"translate(60,556)\"><use transform=\"scale(0.707)\" xlink:href=\"#E19062-MJMATHI-62\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E19062-MJMAIN-2212\" x=\"429\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E19062-MJMATHI-3BC\" x=\"1206\" y=\"0\"><\/use><\/g><use transform=\"scale(0.707)\" xlink:href=\"#E19062-MJMATHI-3C3\" x=\"703\" y=\"-488\"><\/use><\/g><\/g><use xlink:href=\"#E19062-MJMAIN-29\" x=\"20909\" y=\"0\"><\/use><use xlink:href=\"#E19062-MJMAIN-2212\" x=\"21520\" y=\"0\"><\/use><use xlink:href=\"#E19062-MJMAIN-3A6\" x=\"22521\" y=\"0\"><\/use><use xlink:href=\"#E19062-MJMAIN-28\" x=\"23243\" y=\"0\"><\/use><g transform=\"translate(23632,0)\"><g transform=\"translate(120,0)\"><rect stroke=\"none\" width=\"1470\" height=\"60\" x=\"0\" y=\"220\"><\/rect><g transform=\"translate(60,556)\"><use transform=\"scale(0.707)\" xlink:href=\"#E19062-MJMATHI-61\" x=\"0\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E19062-MJMAIN-2212\" x=\"529\" y=\"0\"><\/use><use transform=\"scale(0.707)\" xlink:href=\"#E19062-MJMATHI-3BC\" x=\"1307\" y=\"0\"><\/use><\/g><use transform=\"scale(0.707)\" xlink:href=\"#E19062-MJMATHI-3C3\" x=\"753\" y=\"-488\"><\/use><\/g><\/g><use xlink:href=\"#E19062-MJMAIN-29\" x=\"25342\" y=\"0\"><\/use><\/g><\/svg><\/span><script type=\"math\/tex\">P(a \\leq X \\leq b) = P(\\frac{a - \\mu}{\\sigma} \\leq \\frac{X - \\mu}{\\sigma} \\leq \\frac{b - \\mu}{\\sigma}) = \\Phi(\\frac{b - \\mu}{\\sigma}) - \\Phi(\\frac{a - \\mu}{\\sigma})<\/script>.<\/li>\n\n<\/ul>\n<\/li>\n\n<\/ul>\n<h2>4.5 \u8fde\u7eed\u578b\u968f\u673a\u53d8\u91cf\u51fd\u6570\u7684\u5206\u5e03<\/h2>\n<h2>4.6 \u5e38\u7528\u5206\u5e03\u7684\u968f\u673a\u6570*<\/h2>\n<h3>4.6.1 \u533a\u95f4\uff080,1\uff09\u4e0a\u5747\u5300\u5206\u5e03\u7684\u968f\u673a\u6570<\/h3>\n<h3>4.6.2 \u5e38\u7528\u79bb\u6563\u578b\u5206\u5e03\u7684\u968f\u673a\u6570<\/h3>\n<h3>4.6.3 \u5e38\u7528\u8fde\u7eed\u578b\u5206\u5e03\u7684\u968f\u673a\u6570<\/h3>\n<p>&nbsp;<\/p>\n\n","protected":false},"excerpt":{"rendered":"<p>4.1 \u5206\u5e03\u51fd\u6570 \u5b9a\u4e49 4.1 \u7ed9\u5b9a\u4efb\u610f\u968f\u673a\u53d8\u91cf\u548c\u5b9e\u6570\uff0c\u51fd\u6570 \u79f0\u4e3a\u968f\u673a\u53d8\u91cf\u7684\u5206\u5e03\u51fd\u6570\uff0c\u5206\u5e03\u51fd\u6570\u7684\u672c\u8d28\u662f\u6982\u7387\u3002  [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[4,12],"tags":[],"class_list":["post-280","post","type-post","status-publish","format-standard","hentry","category-4","category-12"],"jetpack_featured_media_url":"","jetpack_sharing_enabled":true,"_links":{"self":[{"href":"http:\/\/4.189.252.43\/index.php\/wp-json\/wp\/v2\/posts\/280","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/4.189.252.43\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/4.189.252.43\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/4.189.252.43\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/4.189.252.43\/index.php\/wp-json\/wp\/v2\/comments?post=280"}],"version-history":[{"count":1,"href":"http:\/\/4.189.252.43\/index.php\/wp-json\/wp\/v2\/posts\/280\/revisions"}],"predecessor-version":[{"id":281,"href":"http:\/\/4.189.252.43\/index.php\/wp-json\/wp\/v2\/posts\/280\/revisions\/281"}],"wp:attachment":[{"href":"http:\/\/4.189.252.43\/index.php\/wp-json\/wp\/v2\/media?parent=280"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/4.189.252.43\/index.php\/wp-json\/wp\/v2\/categories?post=280"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/4.189.252.43\/index.php\/wp-json\/wp\/v2\/tags?post=280"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}