BÀI VỀ NHÀ TUẦN 1
Phân phối nhị thức
#Mô phỏng
A<-rbinom(n=500,size=15,prob=.25)
A
## [1] 1 4 1 5 3 5 2 4 7 3 1 4 7 4 5 7 6 4 6 6 6 6 3 4 3
## [26] 2 6 4 3 5 3 4 4 3 3 3 3 4 2 3 5 1 6 4 3 2 3 2 6 6
## [51] 4 5 4 3 4 2 3 2 1 3 3 2 2 3 5 5 2 3 3 5 3 3 3 5 4
## [76] 7 5 0 2 3 2 4 1 3 6 4 4 3 1 3 2 4 5 3 6 5 7 4 4 5
## [101] 1 2 4 5 6 4 3 7 4 2 5 5 4 3 5 5 6 6 5 2 3 5 6 1 3
## [126] 3 4 3 5 4 3 8 7 4 4 4 2 2 4 4 5 7 3 5 5 2 5 4 6 3
## [151] 3 8 4 2 4 3 3 4 2 6 6 3 4 4 4 2 7 3 4 2 2 6 3 3 6
## [176] 3 3 5 3 8 7 3 5 3 3 1 3 2 5 2 5 3 3 3 4 4 1 3 2 7
## [201] 4 3 5 4 3 2 5 5 4 3 4 4 1 3 3 4 2 4 4 5 2 4 2 4 3
## [226] 2 3 1 6 3 2 6 4 6 2 6 2 6 3 3 4 2 4 1 3 5 1 1 3 5
## [251] 5 5 4 4 3 4 4 2 4 7 4 7 6 4 6 3 2 4 4 3 2 3 4 6 7
## [276] 1 4 1 4 3 0 2 3 6 1 2 2 7 6 2 5 5 4 4 5 1 6 2 4 3
## [301] 6 4 1 5 3 4 1 1 5 3 5 2 3 4 4 4 4 4 6 6 5 2 6 6 5
## [326] 7 4 2 5 5 3 4 4 2 5 4 5 6 4 3 5 8 4 4 2 3 3 3 3 7
## [351] 2 3 6 3 2 1 10 3 2 4 3 1 3 3 4 3 6 5 3 5 2 4 4 5 3
## [376] 2 7 3 2 4 4 3 2 3 2 2 3 6 5 5 5 3 3 4 4 2 2 3 3 3
## [401] 3 5 3 4 5 4 3 3 4 5 3 2 4 4 5 3 4 3 5 5 6 3 3 5 2
## [426] 3 0 1 3 4 4 3 3 5 6 5 4 4 4 3 5 2 6 6 4 4 4 2 2 7
## [451] 1 7 3 1 7 6 6 4 6 3 5 5 2 4 1 1 5 4 4 3 2 1 1 4 4
## [476] 4 2 4 4 1 2 6 5 3 5 6 2 3 3 2 4 7 4 2 3 5 3 3 3 5
#Đồ thị
hist(A, main="PP Nhị thức")
#Các đặc trưng đo lường
summary(A)
## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 0.00 3.00 4.00 3.76 5.00 10.00
Phân phối chuẩn
#Mô phỏng
B<-rnorm(n=500,mean=1,sd=0.2)
B
## [1] 1.1516188 1.0999574 1.0811364 0.9159366 0.9842299 1.4285081 1.1420500
## [8] 1.3622511 0.9705030 1.4878167 0.9921779 1.0974005 0.8419451 1.0425821
## [15] 0.9134729 0.8841664 1.0571161 1.3434873 1.1941018 1.4633867 0.9609309
## [22] 0.9828605 1.1600575 1.0779069 0.7789179 0.8402443 0.8591538 0.4129435
## [29] 1.2903425 1.0752108 0.8645846 1.0888402 1.0623517 1.2831193 1.1700732
## [36] 0.9856366 0.8775616 1.0151672 1.1927785 1.1398713 0.8532974 0.9646330
## [43] 0.9470743 1.2941461 0.9750161 1.0543431 1.0770458 1.0781312 1.2726452
## [50] 0.9128213 1.1468780 0.8981238 1.1072379 1.0101267 1.2114408 1.0054065
## [57] 1.3165639 1.2628720 0.9814745 1.0392672 1.0453776 1.1000395 1.2891277
## [64] 0.8957393 0.8555041 0.7776399 0.7304001 0.7434003 0.9735630 0.7963417
## [71] 0.9836798 0.9495811 0.9740476 0.9098163 0.7921890 1.0668379 0.7507027
## [78] 0.8880710 1.0046010 0.7779699 0.9914998 1.3160844 0.9321393 0.8528058
## [85] 1.0421987 1.1219932 0.9687175 0.9385095 0.8556686 1.1217976 0.9327489
## [92] 0.6560389 1.1000229 0.5944927 0.8941965 0.5840222 0.8473686 0.9897720
## [99] 0.5535775 1.2384142 1.0818073 1.0288381 0.9020000 1.3882550 0.9124174
## [106] 1.0665315 1.0051614 1.1290919 1.0100417 0.5397407 1.0588280 1.0959237
## [113] 1.0027955 0.8677295 0.8350931 0.7832425 1.0888820 0.5059723 1.1481950
## [120] 1.2624596 1.1114918 0.9594043 0.9326344 1.0594548 0.8719436 1.0997282
## [127] 1.1062417 0.7753816 0.8112859 0.9780351 1.3180629 0.8635312 1.0943341
## [134] 1.1920798 0.6775085 1.0569168 1.2205941 1.1726017 0.7758676 1.0074485
## [141] 0.7102369 1.3322694 0.8238850 1.1199135 0.9956793 1.0539490 1.0500637
## [148] 1.0616137 0.7889593 0.5841889 1.0544638 1.1060592 0.8814419 0.9858444
## [155] 1.1569992 0.8582040 0.8079264 1.1365050 0.8383222 0.6592930 1.0832581
## [162] 1.3797229 1.3367965 1.1835469 1.0757541 0.4609699 0.6475750 0.6628863
## [169] 1.0816312 1.2616913 1.1183837 0.7830639 1.5208178 0.9767702 1.0936174
## [176] 0.6988099 0.5408012 1.0781901 1.0558872 1.0439827 0.9500749 1.0232373
## [183] 0.9079866 1.0446382 1.1727456 1.1554731 0.9856140 0.7003140 0.7620452
## [190] 0.8152114 0.8609170 1.0150787 1.1008787 1.1784509 1.1684094 0.9503454
## [197] 1.2282981 0.8943654 0.8800740 0.8468063 0.9646771 0.9876756 1.0869885
## [204] 1.3229606 1.1056318 1.1536872 1.2706691 0.7728505 0.8047855 0.6329280
## [211] 0.7236780 1.1061544 1.0445459 0.7213868 1.0177715 0.6141426 1.3070169
## [218] 1.0157615 0.7028709 1.0203776 1.0569639 1.3253128 1.0583116 1.0990581
## [225] 1.0432748 1.2525489 0.9236923 1.0153413 1.0850324 1.2278960 0.7130451
## [232] 1.1701953 0.8167288 0.6259732 1.2670994 1.1373920 0.9595811 1.3548871
## [239] 1.3696057 0.5270097 1.0066469 0.9227490 1.1676198 1.3082884 0.6913947
## [246] 0.9294404 1.0358686 1.3297594 1.0075271 0.9516331 0.9105447 1.1789009
## [253] 0.7706570 1.0336937 0.9211977 1.3024938 0.9019218 1.2421501 0.8023196
## [260] 1.0314518 0.8094698 1.2426620 1.0945111 1.1879495 1.0891442 0.9333930
## [267] 0.9655083 1.0759703 0.7141525 0.9404851 0.8373639 1.0959807 0.9174095
## [274] 1.0050899 0.6859219 0.6331090 0.9203248 1.5019106 0.6927202 0.8446628
## [281] 1.2300817 1.2371468 1.1217025 0.8807297 1.0297984 0.9188322 0.6902937
## [288] 0.8197559 1.2025932 0.9866657 0.9491382 1.0121595 1.3780266 1.4198700
## [295] 0.8061608 1.1467729 0.7429155 1.0389525 0.7920872 0.8600656 0.9418051
## [302] 1.3514965 0.9811460 1.1671397 0.6759788 1.2929496 1.1407965 1.1477125
## [309] 1.0468158 0.9916088 0.8108183 1.7131800 1.1026431 0.8254645 1.0007843
## [316] 1.3161195 1.0218451 0.9617671 1.1982510 1.4023171 1.1462757 0.5870508
## [323] 1.1547500 0.6751849 0.6257066 1.1219616 0.8329866 1.0411610 0.9470179
## [330] 0.8869178 1.1367832 0.9367501 0.9289562 0.9892860 0.7649787 0.9159013
## [337] 0.6538939 1.0007559 0.7616105 0.6750081 1.1614053 1.0332359 1.0066759
## [344] 1.0287531 1.0895744 1.0270684 1.3166287 1.1786807 0.7898669 1.1169657
## [351] 1.2219239 0.8633496 0.9144686 1.0112618 0.9016095 1.0727436 0.9484208
## [358] 0.8814283 0.7825133 0.6967818 0.8585097 1.2952184 0.9109537 1.0160781
## [365] 1.2597291 1.3772729 1.2273130 1.3621147 1.3542276 0.7976497 1.0931190
## [372] 0.7403684 0.7952546 1.0131589 1.2144724 0.7366630 0.9308204 1.1954054
## [379] 1.0706100 0.9884699 0.9840053 1.1463352 1.1164151 0.5655137 1.2945996
## [386] 0.7618386 0.9805710 1.0885730 0.9764470 0.9164848 1.1611952 1.0924160
## [393] 0.8939533 1.1646282 0.7018343 0.6754136 0.9773998 1.0568617 1.1748264
## [400] 0.8901701 0.7689754 0.8039303 0.9121544 0.7105032 0.6671197 1.2107469
## [407] 1.0792971 0.8396481 1.2170568 1.0278545 1.0068968 1.2434384 0.7434099
## [414] 1.0259130 0.7490903 0.9712558 1.0778094 1.0790640 1.1599265 0.6891196
## [421] 0.9706472 0.8447967 0.6285922 0.7974608 0.9336250 1.1492759 1.1378732
## [428] 1.1505369 1.0559536 0.9830928 0.8765541 0.8484264 0.7624283 0.6873078
## [435] 1.0706237 1.1871632 1.0088046 0.7704762 0.7738205 1.2904624 0.9739036
## [442] 1.3643662 1.2054625 0.8674466 1.4445943 0.6895146 0.9330823 0.8937087
## [449] 1.2802658 0.6635771 0.5816423 0.6673311 0.9843946 1.1329975 1.0974527
## [456] 1.1892074 0.8051433 0.7264648 0.9183759 0.9735421 0.7614374 0.7397818
## [463] 0.7399730 0.7808339 0.7161086 1.2792283 0.9044379 1.1582131 0.7805243
## [470] 0.7435285 0.8124714 0.8637486 1.1194394 0.9177044 1.0660037 0.9751883
## [477] 1.0301359 1.2281814 0.7134832 0.6103486 1.0503944 0.9470597 1.0796894
## [484] 1.1310703 1.1239108 1.0278297 0.7820451 1.1484252 0.9345466 1.1539432
## [491] 1.2211586 1.1763123 0.5872110 1.1649408 1.0034694 1.0348125 0.6497985
## [498] 1.2596872 1.0551630 1.2840234
#Đồ thị
hist(B, main="PP Chuẩn")
#Các đặc trưng đo lường
summary(B)
## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 0.4129 0.8532 1.0048 0.9930 1.1296 1.7132
Phân phối poisson
#Mô phỏng
C<-rpois(n=500,lambda=3.2)
C
## [1] 1 1 2 3 2 5 0 5 2 4 3 3 2 2 5 5 4 3 7 4 6 2 3 3 3 2 2 0 2 2 4 5 3 5 5 3 3
## [38] 5 1 6 6 5 1 4 2 2 3 3 2 5 2 0 3 5 4 2 3 3 7 1 4 4 2 2 0 5 1 2 3 5 3 2 3 5
## [75] 6 0 4 2 2 4 6 3 5 5 6 2 3 7 1 6 2 1 4 4 1 2 2 4 1 2 4 1 2 4 4 2 5 4 1 3 4
## [112] 4 6 1 4 3 1 5 1 5 2 4 2 1 1 1 1 3 2 3 3 4 3 3 5 3 4 1 2 3 3 9 3 1 6 0 2 3
## [149] 4 4 2 4 3 4 2 2 2 2 3 2 1 3 3 3 3 4 1 2 1 1 2 4 4 3 5 4 3 2 2 2 3 4 5 3 3
## [186] 3 4 6 4 1 5 2 2 8 1 2 2 1 1 0 0 2 5 1 6 4 2 1 5 4 2 3 3 3 2 0 6 3 3 4 4 5
## [223] 4 1 4 2 3 5 5 2 4 2 2 3 4 2 6 1 4 3 0 2 3 2 6 4 7 1 3 1 4 3 1 6 5 4 1 2 5
## [260] 7 2 3 9 4 5 3 1 0 5 2 4 2 6 4 4 4 2 4 3 1 1 3 3 5 2 3 4 1 3 3 2 2 5 3 2 2
## [297] 2 0 5 1 3 0 5 2 0 1 3 7 2 1 2 6 2 4 5 3 6 0 4 2 3 2 3 3 1 5 1 2 4 1 6 3 2
## [334] 3 6 3 0 3 3 2 2 5 4 3 1 5 3 3 4 4 3 4 1 4 6 4 2 3 6 0 3 3 5 4 4 2 4 2 4 2
## [371] 4 2 9 7 3 2 3 2 3 5 2 4 3 2 5 4 6 1 2 5 3 4 2 3 0 3 5 4 5 4 3 2 2 2 0 3 3
## [408] 2 2 3 4 4 3 5 4 4 5 3 1 5 4 5 7 1 3 5 0 6 3 2 0 1 2 4 5 1 4 5 6 2 4 2 3 4
## [445] 2 3 2 2 6 2 3 6 1 0 0 3 2 4 2 4 9 6 6 1 5 3 4 1 2 7 1 4 2 4 6 2 5 2 2 4 3
## [482] 1 3 3 4 2 2 4 3 2 5 2 1 6 4 6 3 2 5 5
#Đồ thị
hist(C, main="PP Poisson")
#Các đặc trưng đo lường
summary(C)
## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 0.000 2.000 3.000 3.124 4.000 9.000
Phân phối mũ
#Mô phỏng
D<-rexp(n=500,rate=0.5)
D
## [1] 1.810367126 9.605454780 2.377206354 2.630043698 1.269028299
## [6] 2.247578872 0.130997444 0.691997394 0.558161737 3.229412258
## [11] 1.411897516 2.301748851 2.248355080 1.747153187 4.133600205
## [16] 1.375986082 12.728284802 2.219159434 2.213714423 1.403949378
## [21] 2.265604930 0.096469980 1.173526479 0.635108497 0.541664642
## [26] 1.112695531 1.361681744 0.222760462 2.466748046 0.108872025
## [31] 3.962622166 4.011002928 1.657922691 0.494012160 3.250538875
## [36] 0.791571884 1.687610688 2.034666693 0.692706597 2.047679396
## [41] 0.881462206 1.394178649 3.249752663 2.727366464 1.166864417
## [46] 0.215486601 0.562535386 0.433961189 0.132908445 2.328876030
## [51] 5.305431224 3.395913727 0.259368071 3.039491181 1.874921213
## [56] 4.590025108 0.830651628 0.380139485 0.921839046 8.046563159
## [61] 0.444988922 2.424840286 2.715895621 0.983475153 2.061795981
## [66] 0.551985835 0.109249987 0.714882847 4.810176093 1.341967034
## [71] 0.573064822 0.161004545 2.116546983 0.388027768 2.600125635
## [76] 4.078704744 1.501174785 4.596903622 2.641185744 2.481400182
## [81] 2.183244385 1.612294324 0.050300404 1.241837306 2.380186701
## [86] 0.382347961 0.048654283 0.489054252 0.261242431 0.244811085
## [91] 1.502598906 0.901382183 3.284329291 2.434668589 0.274854319
## [96] 0.281117583 0.212609737 2.899953109 0.933700450 0.157831009
## [101] 1.607810019 0.688771223 3.179178811 1.544047399 0.748798414
## [106] 1.096408627 0.777157443 3.504119094 3.260584235 8.700436688
## [111] 0.733927968 1.302842671 1.271276525 0.402126895 0.251036420
## [116] 1.084362150 3.211771939 0.291259799 1.219138664 0.680604588
## [121] 1.325305202 3.594811117 0.494714480 0.134952748 2.945551377
## [126] 0.324835152 0.910893594 7.907152425 2.782928005 0.176312175
## [131] 0.367192180 0.695401579 1.832021831 0.950880345 0.395021953
## [136] 1.411057388 4.654667850 5.493816819 2.374841573 0.870032122
## [141] 3.162963953 0.427693630 1.770767115 5.031880747 2.063947325
## [146] 9.106232620 0.463824143 4.399224330 2.577454688 0.603417949
## [151] 1.136847641 3.155169064 6.755340561 0.513630392 1.235078090
## [156] 0.955145764 2.277482178 0.002057243 1.350330358 0.469886008
## [161] 0.124511499 0.263045531 5.939613908 3.981270283 0.980057850
## [166] 3.241461791 2.791522015 3.591893788 1.288788270 2.614340657
## [171] 1.562646442 0.392080018 1.396589599 1.638698421 2.784457221
## [176] 4.213755666 0.144819194 2.404622534 1.348568623 3.902226452
## [181] 0.732695715 1.200873934 1.222755504 8.710692497 0.857548066
## [186] 0.647924701 2.374332265 1.691911343 1.133681160 3.773201100
## [191] 4.076337140 0.155843744 5.494162906 0.803937433 2.108520472
## [196] 2.476452155 1.267309416 0.369769335 0.862505206 5.405221056
## [201] 7.409639488 2.614214836 7.839152913 0.361987167 4.320421304
## [206] 1.208033272 3.037005920 3.029646650 4.329747571 0.556300540
## [211] 0.257510899 4.388884400 1.441407448 2.942213666 1.006518974
## [216] 0.826937735 0.342631442 0.730839512 1.013883696 1.480074222
## [221] 5.234768595 0.734869524 3.952724162 0.054868378 2.317607505
## [226] 3.101690441 5.721931420 0.761045877 2.683244441 1.259212408
## [231] 0.068619574 1.171601050 1.790565101 1.794231402 1.343304101
## [236] 2.918054186 1.869280585 0.176329479 1.202237005 1.304798187
## [241] 2.044932103 5.789780199 0.539263276 1.603936061 0.719236420
## [246] 0.460363570 1.710396547 0.072449452 1.039428564 1.538195554
## [251] 0.107170856 0.583653072 1.292949501 1.279002431 4.401152286
## [256] 0.867007404 2.388980381 5.157088991 0.132433780 2.494754350
## [261] 3.102741528 2.680504844 2.172761317 1.404527785 0.730699505
## [266] 0.434002034 0.773585584 0.313052996 0.992093530 1.258995655
## [271] 1.381252287 1.306650842 0.162278400 0.497966058 2.966920242
## [276] 0.818571896 0.763660161 3.764669068 2.966042987 0.817731065
## [281] 3.745233930 0.449952543 1.802324761 4.427506374 1.801119053
## [286] 0.338128884 2.252352316 3.758863143 4.815174639 0.593052982
## [291] 2.888689831 2.625763290 2.039030226 2.401333343 1.580739823
## [296] 4.185234005 1.821393834 1.485573180 1.860630708 0.829675289
## [301] 0.351931303 1.798542587 2.202507587 0.822278328 0.704422896
## [306] 0.105461448 3.622106276 0.875189671 2.032252949 1.786405340
## [311] 0.504089436 1.912631266 2.500042403 6.042807816 0.052983502
## [316] 0.843858053 6.201370164 7.219697568 3.898906167 1.415692555
## [321] 0.533651249 4.256333668 0.541429665 1.094774271 1.024803029
## [326] 0.691000964 2.090115333 2.001129267 0.322543480 1.775163679
## [331] 1.197034659 1.348950771 3.897012625 2.658024611 0.068106535
## [336] 0.050063772 0.922536449 1.570928469 3.047659170 1.628257653
## [341] 4.157445520 7.197935503 0.741849471 0.454925989 0.438874293
## [346] 1.452972259 5.901482761 11.173546999 3.234814878 2.755022015
## [351] 0.469876950 0.144167969 1.064517248 1.882599352 1.963360652
## [356] 0.628433358 9.688479222 0.166925400 1.425760583 1.343583475
## [361] 1.426684039 1.343254757 1.106475268 0.247167165 0.650989388
## [366] 2.151397774 2.255817069 0.192535949 7.157006304 9.395940996
## [371] 2.806521170 1.559240679 0.047802135 2.757032163 4.035305895
## [376] 0.479112946 0.394676812 0.436871720 7.902608674 2.706315471
## [381] 8.180824350 0.486824137 1.549925631 0.351140236 0.880994668
## [386] 3.113112975 0.068601100 4.391287293 6.874685675 4.808102852
## [391] 5.929303765 0.150374101 4.401549243 0.123923699 2.795886703
## [396] 4.920847755 7.196216773 4.388234067 0.078527871 3.836600065
## [401] 0.823423728 3.496910039 0.407879916 0.186260655 8.847283162
## [406] 10.203065591 0.754574901 0.194360308 5.358058158 2.812679495
## [411] 0.031738682 1.514584895 1.249788921 1.288929055 0.338634034
## [416] 1.248529498 1.711878366 1.586012898 0.178841423 0.606078410
## [421] 0.016821061 3.012901203 1.110988641 0.065649809 1.304603927
## [426] 0.049146052 3.437102780 1.232852068 1.141570910 0.056529258
## [431] 0.002893539 2.653424980 4.422001918 0.693633245 0.806209821
## [436] 1.797328444 0.565467901 0.832079615 2.534367356 1.118446557
## [441] 0.013808918 0.056066588 5.832509115 1.872427809 0.476535317
## [446] 4.412182349 1.109141967 0.924852234 7.872954469 0.190929281
## [451] 0.550991441 3.304495733 0.167420007 1.597314984 1.188913509
## [456] 0.870275070 0.479888284 1.564820742 4.092006337 0.386365529
## [461] 1.904738730 0.960710018 2.716321481 0.555502288 0.606778624
## [466] 5.630868792 0.303468602 1.301922422 0.108707392 5.814706280
## [471] 0.335966487 1.853465766 0.668354714 0.890934571 0.202551595
## [476] 1.808899116 1.046421302 2.165992066 1.120093206 0.356915195
## [481] 2.138353745 3.718035269 1.760782864 0.732542654 5.964863234
## [486] 3.183056056 0.478221280 3.310991976 7.372962880 0.148820176
## [491] 1.938795517 2.170337372 0.666623547 4.559991907 0.578532354
## [496] 0.288614167 0.795579246 0.074798306 2.048896626 0.477441180
#Đồ thị
hist(D, main="PP Mũ")
#Các đặc trưng đo lường
summary(D)
## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 0.002057 0.582373 1.378619 2.046235 2.783310 12.728285
Phân phối đều
#Mô phỏng
E<-runif(n=500,min=5,max=30)
E
## [1] 25.149592 25.118248 22.799525 16.628464 29.200862 28.264768 22.815221
## [8] 11.103454 7.045001 5.293627 22.156262 28.907328 28.918990 14.133699
## [15] 13.082999 27.356137 26.976630 22.362608 13.062284 19.529421 23.237401
## [22] 19.885584 10.300864 29.851912 7.071524 12.615448 20.666555 22.442202
## [29] 12.407735 19.637086 18.663148 20.578735 10.945854 16.772943 16.220953
## [36] 8.064794 14.666855 16.697320 24.776229 20.167862 18.118790 27.522496
## [43] 9.543204 29.062391 25.927512 26.774426 27.172472 21.769170 27.119891
## [50] 7.112784 23.037097 16.451454 12.953087 16.236404 21.646787 22.639555
## [57] 14.920322 13.768019 29.609923 15.939111 6.359322 14.269015 22.520246
## [64] 28.406372 13.953385 29.511790 29.716567 5.153263 26.076753 24.091289
## [71] 8.937787 21.862582 13.620758 15.168365 10.901855 18.428045 12.545866
## [78] 28.775877 8.883967 25.841485 12.875287 23.741044 13.231463 6.167544
## [85] 5.628229 8.753094 24.218925 10.602326 7.101961 17.464058 6.436156
## [92] 16.566078 20.647501 24.009895 17.580656 22.940953 20.967488 7.774706
## [99] 21.226833 9.873057 27.610681 13.619150 16.285943 17.400244 10.055789
## [106] 21.163923 21.448723 9.185198 19.037378 16.850688 19.739106 17.089815
## [113] 21.366611 19.347869 16.840477 11.342667 8.491552 23.238076 25.929407
## [120] 10.566542 19.768941 20.267919 7.585725 10.530920 18.709207 21.206898
## [127] 14.212437 9.157524 5.912785 23.231575 10.333018 25.482793 27.382441
## [134] 13.318371 25.864619 28.723077 28.705660 17.612133 28.334709 9.549579
## [141] 12.148583 5.643564 26.662593 20.022508 23.533795 13.650200 6.141420
## [148] 29.661071 18.135974 24.952342 9.204043 24.564893 29.816103 18.965799
## [155] 16.702923 18.564129 18.683598 14.849277 28.576881 27.917317 11.021676
## [162] 26.035462 7.920912 12.142151 6.534488 21.190169 23.029458 19.568259
## [169] 7.643747 11.268288 9.587244 13.281093 13.696661 29.570099 14.826435
## [176] 19.860406 24.880623 5.554043 9.528154 28.365442 10.329470 23.230960
## [183] 15.945288 14.442310 13.986622 20.699494 13.238291 14.634684 6.552928
## [190] 28.835069 16.489132 5.794294 23.127848 8.827782 24.327558 24.988003
## [197] 20.952342 21.848736 5.470962 29.830619 25.100813 8.446712 24.442212
## [204] 29.321570 12.623050 29.879939 17.670799 17.460126 17.662708 19.894283
## [211] 28.977235 25.893131 21.767577 10.218426 26.083713 23.397086 12.620996
## [218] 25.038986 16.005554 7.904781 27.333585 10.736596 27.142709 11.168814
## [225] 26.008562 17.426024 16.186263 14.540554 28.644689 21.057376 15.001212
## [232] 9.520470 10.698397 16.524493 15.954314 25.025233 15.998875 10.177648
## [239] 5.244487 10.114903 9.942110 15.080546 23.918302 9.598220 22.055564
## [246] 23.187836 24.143820 9.175452 13.882454 18.831102 17.004717 20.815471
## [253] 22.459938 12.615007 24.233535 17.674396 7.798018 19.863177 27.935018
## [260] 23.680534 29.614469 11.329553 29.789826 6.715031 6.343715 21.768069
## [267] 15.115091 11.183333 17.051857 15.220410 19.856716 7.417906 8.672283
## [274] 17.812731 17.501435 5.124786 9.734999 23.405809 24.271875 15.264206
## [281] 20.585202 10.697185 8.353365 16.144238 23.594461 28.984147 15.152330
## [288] 25.731638 13.111944 17.055571 9.129678 14.094965 14.429750 10.650198
## [295] 7.677636 9.885330 13.684930 22.740261 19.862725 11.863353 17.219237
## [302] 22.938046 17.562395 7.015405 27.698018 14.612214 16.792618 29.143740
## [309] 17.947846 6.453704 10.261000 17.939274 21.308214 6.026795 21.037037
## [316] 10.978366 5.896949 29.350951 20.279634 29.824779 9.938906 23.474923
## [323] 8.110510 17.989087 29.250514 23.649467 23.030182 10.973181 5.377287
## [330] 19.209105 15.082462 14.183288 5.880727 17.440879 7.241610 20.816422
## [337] 13.158496 5.159013 29.012785 14.251738 29.507663 25.890394 7.751186
## [344] 6.724768 6.078328 12.066861 28.394163 16.532602 27.972332 27.752509
## [351] 11.124085 21.723952 6.146013 28.010990 18.190592 28.100852 17.125982
## [358] 21.344031 25.704361 15.475346 21.895958 18.292587 23.666355 13.832718
## [365] 15.134001 16.657391 17.673520 21.995886 19.171583 12.896135 26.262951
## [372] 21.602224 9.868624 13.066113 12.769450 14.793942 10.964665 25.806807
## [379] 18.552097 10.177050 29.467229 13.116330 18.963656 25.303785 14.244381
## [386] 15.080369 27.649323 16.262393 24.537785 21.456540 16.585040 26.019816
## [393] 20.082779 27.050963 19.940479 10.585252 14.307678 19.563949 22.022912
## [400] 11.684218 20.224910 10.725529 9.785852 15.917417 11.274621 16.538264
## [407] 6.235076 10.976721 11.883387 10.439429 12.156450 28.203428 20.834763
## [414] 20.722017 21.024109 16.662206 18.725262 27.085737 7.442010 11.360218
## [421] 25.096711 9.995090 17.284224 10.855461 13.799338 13.187715 14.450234
## [428] 26.170507 20.156812 22.301045 11.540271 7.190623 29.842200 16.798539
## [435] 28.045137 16.267693 28.290545 24.255011 24.011014 19.434312 25.880623
## [442] 22.608482 12.687763 24.490143 5.439698 13.720975 5.900360 6.723574
## [449] 24.841571 12.368059 16.577264 24.956179 28.433679 5.666316 21.611798
## [456] 23.543335 29.903537 28.941649 29.109641 24.996112 9.146813 21.451023
## [463] 16.520421 14.224189 6.904154 6.733106 15.917477 8.159393 25.550922
## [470] 19.981773 25.726048 23.899567 13.619630 19.035838 9.340104 22.684394
## [477] 9.364462 18.257242 18.205160 26.368191 10.045130 22.176976 17.299661
## [484] 5.357194 22.853432 24.246265 19.557441 12.549014 10.494370 26.763763
## [491] 27.510375 28.553132 9.808617 15.201534 28.885626 23.120207 29.356916
## [498] 5.154860 22.559947 8.481273
#Đồ thị
hist(E, main="PP Đều")
#Các đặc trưng đo lường
summary(E)
## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 5.125 11.356 17.532 17.744 23.608 29.904