Tablas Distribuciones de probabilidad, Apuntes de Análisis de Datos y Métodos Estadísticos

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Probabilidades binomiales individuales bom (cojea apo x = x [001 0/05 0,10 0,20 0,30 0,40 0,50 0,60 0,70 0,0 0,9% 0,95 0,99 o)| 980 902 310 640 49 360 250 160 090 M0 010 002 0+ o 11020 095 180 320 420 430 500 430 420 320 180 095 020 1 2104 002 010 040 09% 160 250 360 490 640 810 902 980 2 01970 857 729 512 343 216 125 064 027 008 001 0+ 0+ 0 1] 029 135 243 384 441 432 375 288 189 096 027 007 0+ 1 2 |0+ 007 027 096 189 288 375 432 441 384 243 135 029 2 3(10+ 0+ 001 008 027 064 125 216 343 512 729 857 90 3 o l961 815 656 410 240 130 062 026 008 002 0+ 0+ 0+ 0 1 1039 171 292 410 412 3M6 250 154 076 026 004 0+ 0+ 1 2 |001 014 049 154 265 346 375 HW6 265 154 049 014 001 2 3l0+ 04+ 004 026 076 154 250 346 412 410 29 171 039 3 4|0+ 0+ 0+ 002 008 026 062 130 240 410 656 815 961 4 0 | 951 774 59% 328 168 078 031 010 002 0+ 04+ 0+ 0+ 0 11048 204 328 410 360 259 156 077 028 006 0+ 04 0+ 1 2 (1001 021 073 205 309 346 312 230 132 05t 008 001 0+ 2 3|0+ 001 008 051 132 230 312 346 309 205 073 021 001 3 alo+ 0+ 0+ 006 028 077 156 259 360 410 328 204 048 4 sl0+ 04 0+ 0+ 002 010 031 078 168 328 59 774 951 s 0 | 941 735 531 262 118 047 016 004 001 0+ 0+ 0+ 0+ 0 1 1057 232 354 393 303 187 0% 037 010 002 0+ 0+ 0+ 1 2 1001 031 098 246 324 311 234 138 060 015 001 0+ 0+ 2 3 |0+ 002 015 082 185 27 312 276 185 082 015 002 0+ 3 4l0+ 0+ 001 015 060 138 234 31l 324 246 098 031 001 4 sÍo0+ 04 0%+ 002 010 037 09 187 303 393 354 232 057 5 6104 0+ 0+ 0+ 001 004 016 047 118 262 331 735 MIL 6 0 | 932 698 478 210 082 028 008 002 04 04 0+ 04 0+ 0 1 1066 257 372 367 247 131 055 017 004 04+ 0+ 0+ 0+ 1 21002 041 124 275 318 261 164 077 025 004 0+ 04 0+ 2 3 |0+ 004 023 15 227 20 273 194 097 029 003 0+ 0+ 3 4l0+ 0+ 003 029 097 19 273 29% 227 115 023 004 0+ 4 s10+ 0+ 0+ 004 025 077 164 261 318 275 124 041 002 5 6|10+ 0+ 0+ 0+ 004 017 055 131 247 367 372 257 066 6 73 10+ 04 0+ 0+ 0+ 002 008 028 082 210 478 698 932 7 o 1923 663 430 168 058 017 004 001 04 04 04 04 0+ 0 1.1075 279 383 336 198 09% 031 008 001 04 0+ 0+ 0+ 1 2 | 003 051 149 29% 296 209 109 041 010 001 0+ 04 0+ 2 3 |10+ 005 033 147 254 279 219 124 047 009 0+ 0+ 0+ 3 410+ 0+ 005 046 136 232 273 232 136 046 005 0+ 0+ 4 (continuación) z mx |0,01 0,05 0,0 0,20 0,30 0,40 0,50 0,60 0,70 0,80 0,0 0,95 0,99 x 38 S|0+ 04 0+ 009 047 124 219 279 254 147 033 005 0+ El 6|0+ 04 04 001. 010 041 109 209 296 294 149 051 003 6 T|0+ 0+ 04 04 001 008 031 090% 198 336 383 279 075 7 8|0+ 0+ 04 04 0+ 001 004 017 058 168 430 663 923 8 9 0]|914 630 387 134 040 010 002 0+ 04 0+ 04 0+ 0+ 0 1 [083 299 387 302 156 060 018 006 04+ 0+ 04 0+ 0+ 1 2 | 003 063 172 302 267 161 070 021 004 0+ 0+ 0+ 0+ 2 3|0+ 008 045 176 267 251 164 074 021 003 0+ 0+ 0+ 3 4|0+ 001 007 066 172 251 246 167 074 017 001 04 0+ 4 5|0+ 0+ 001 017 074 167 246 251 172 066 007 001 0+ 5 6|0+ 0+ 0+ 003 021 074 164 251 267 176 0453 008 0+ 6 T|O0+ 04 0+ 0+ 004 021 070 161 267 302 172 063 003 7 8B|0+ 0+ 0+ 0+ 0+ 004 018 060 156 302 387 299 083 8 9|0+ 0+ 0+ 0+ 0+ 0+ 002 010 040 134 387 630 914 9 10 0|94 59 349 107 028 006 001 0+ 04 04+ 0+ 04 D+ o 1091 315 387 268 121 040 010 002 04 04 0+ 0+ 0+ 1 2 | 004 075 194 302 233 121 044 011 001 0+ 0+ 0+ 0+ 2 3|0+ 010 057 201 267 215 117 042 009 001 0+ 0+ 0+ 3 4|0+ 001 011 088 200 251 205 111 037 006 0+ 0+ 0+ 4 5|0+ 04 001 026 103 201 246 201 103 026 001 0+ 0+ 5 6|0+ 0+ 0+ 006 037 111 205 251 200 088 011 001 0+ 6 7T|0+ 0+ 04 001 009 042 117 215 267 201 057 010 0+ 7 8|0+ 0+ 0+ 0+ 001 011 044 121 233 302 194 075 004 3 9|0+ 0+ 0+ 0+ 04+ 002 010 040 121 268 387 315 091 9 1004 0+ 0% 0+ 04 0+ 001 006 028 107 349 599% 90% |10 1 0|3895 569 314 086 020 004 04 0+ 04+ 04+ 0+ 04 0+ 0 11099 329 384 236 093 027 005 001 0+ 0+ 0+ 0+ 0+ 1 2 | 005 087 213 295 200 089 027 005 001 0+ 0+ 0+ 0+ 2 3|0+ 014 071 221 257 177 08l 023 004 0+ 0+ 0+ 0+ 3 4 |04 001 016 111 220 236 161 070 017 002 0+ 0+ 0+ 4 5S|0+ 0+ 002 039 132 221 226 147 057 010 0+ 0+ 0+ 5 6|0+ 0+ 0+ 010 057 147 226 221 132 039 002 0+ 0+ 6 7104 04 0+ 002 017 07% 161 236 220 11l 016 001 0+ 7 8B|0+ 0+ 0+ 0+ 004 023 081 177 257 221 071 014 0+ 3 9|0+ 0+ 04 0+ 001 005 027 089 200 295 213 087 005 9 10104 0+ 04 0+ 0% .001 005 027 093 236 384 329 09% ¡10 1j0+ 04 0+ 04 04+ 04 0+ 004 020 086 314 569 895 [11 12 0]|886 540 282 069 014 002 0+ 0+ 0+ 0+ 0+ 04 0+ o 1 [107 341 377 206 071 017 003 0+ 0+ 0+ 0+ 0+ 0+ 1 2 (006 09 230 283 168 064 0DI6 002 0+ 04+ 0+ 0+ 0+ 2 3|0+ 017 085 236 240 142 054 012 001 0+ 0+ 0+ 0+ 3 4104 002 021 133 231 213 121 042 008 001 0+ 0+ 0+ 4 S|0+ 04+ 004 053 158 227 193 101 029 003 0+ 0+ 0+ El 6|0+ 0+ 04 016 079 177 226 177 079 016 0+ 0+ 0+ 6 (continuación) T 15 x* [0,01 0,05 0,10 0,0 0,30 0,440 0,50 0,60 0,70 0,80 0,90 0,95 0,99 | xy 10 04 04 04 0+ 003 024 092 186 206 103 010 001 0+ | to 11 [04 04 0+ 0+ 001 007 042 127 219 188 043 005 0+ | 11 12 [04 04 04 0+ 0+ 002 014 063 170 250 129 031 04 | 12 13 [04 04 04 0+ 04 04 003 022 092 231 267 135 009 | 13 14 [04 04 0+ 04 0+ 0+ 04 005 031 132 343 366 130 | 14 IS[0+ 04 0+ 0+ 04 04 0% 0+ 005 035 206 463 360 | 15 D [851 440 185 028 003 0+ 0+ 04 04 04 0+ 0+ 0+ 0 11138 371 329 113 023 003 0+ 04 04 04 04 0+ 0+ 1 2 [010 146 275 211 073 015 002 04 04 04 0+ 04+ 04 2 3¡0+ 036 142 246 146 047 009 001 04 0+ 0+ 04 04 3 4 |0+ 006 051 200 204 101 023 004 0+ 04 04 04 0+ 4 5|0+ 001 014 120 210 162 067 014 001 0+ 0+ 04 0+ $ 6|0+ 04 003 055 165 198 122 039 006 0+ 0+ 0+ 0+ 6 T[0+ 0+ 0+ 020 101 189 175 084 019 001 0+ 04+ 0+ 7 810+ 04 04 006 049 142 19 142 049 006 0+ 0+ 0+ 3 9|0+ 04 0+ 00) 019 084 175 189 101 M0 0+ 0+ 0+ 9 10 ]0+ 04 0+ 0+ 006 039 122 198 165 055 003 0+ 0+ | 10 11 ]0+ 04 04 04+ 001 014 067 162 210 120 014 001 0+ | 11 12[0+ 0+ 0+ 04 0+ 004 028 101 204 200 051 006 0+ | 12 13 [0+ 0+ 04 0+ 0+ 001 009 047 146 26 142 036 0+ | 13 14 [04 0+ 04 04+ 0+ 04 002 015 073 211 275 146 010 | 14 I5[0+ 0+ 04 0+ 0+ 0+ 04 003 023 113 329 371 138 | 15 16] 0+ 0% 0+ 04 0+ 0+ 04 0+ 003 028 185 440 851 | 16 0/843 418 167 023 002 0+ 0+ 0+ 04 04 0+ 04+ 0% 0 [| 145 37 315 096 017 002 0% 0+ 04 0+ 0+ 04 04 1 2 [| 012 158 280 19 058 010 001 0+ 04 04 04% 0+ 0+ 2 3 [001 041 156 239 125 034 005 04 0+ 0+ 0+ 0+ 04 3 4 [04 008 060 209 187 080 018 002 04 0+ 04 04 0+ 4 Í 5[04+ 001 017 136 208 138 047 008 001 0+ 0+ 04 0+ 5 3 6|0+ 04 004 068 178 184 094 024 003 0+ 0+ 04 0+ 6 : 7 104% 0+ 001 027 120 193 148 057 009 0+ 04 04 0+ 7 804 0% 0+ 008 064 161 185 107 008 002 0+ 04 0+ 3 9|0+ 0+ 0+ 002 028 107 185 161 064 008 04 0+ 0+ 9 10 [0+ 0+ 0+ 04 009 057 148 193 120 027 001 0+ 0+ | 10 11 [0+ 0+ 0+ 04 003 024 094 184 178 068 004 04 0+ | 11 12 |0+ 0+ 0+ 04 001 008 047 138 208 136 017 001 0+ | 12 = 13|0+ 0+ 0+ 04 04 002 018 030 187 209 060 008 0+ | 13 E 14] 0+ 04 04 0+ 0+ 04 005 034 125 239 156 041 001 | 14 si 15104 0+ 04 0+ 0+ 0+ 001 010 058 191 289 158 012 | 15 16104 04 04 0+ 0+ 04 0+ 002 01? 096 315 374 145 | 16 a IT [0+ 04 04 04% 04 04 04 0+ 002 023 167 418 843 | 17 d 4 ¡ | 1 Distribución de Poisson, P(X < k) k| .10 20 .30 40 50 60 70 .80 90 1.00 0| 905 .819 .741 .670 .607 .549 497 449 407 .368 1[ 995 982 .963 .938 910 .878 .844 809 .772 .736 21.000 .999 .996 .992 986 .977 .966 953 .937 .920 3 | 1.000 1.000 1.000 .999 .998 .997 994 99] .987 .981 4/1.000 1.000 1.000 1.000 1.000 1.000 .999 .999 .998 .996 5 | 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 .999 6 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 7 | 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 k/1.10 120 130 140 150 160 1.70 180 190 2.00 0 .333 .301 273 247 .223 .202 .183 .165 .150 .135 1 | .699 —.663 .627 .592 .558 .525 .493 .463 434 .406 2| .900 .879 .857 .833 .809 .783 .757 .731 .704 .677 3| .974 6.966 .957 946 934 .921 .907 .891 .875 .857 4| .995 .992 .989 986 .98l .976 .970 .964 .956 .947 5| 999 6.998 .998 .997 .996 .994 992 990 .987 .983 6 | 1.000 1.000 1.000 .999 .999 .999 998 .997 .997 .995 7 | 1.000 1.000 1.000 1.000 1.000 1.000 1.000 999 .999 .999 8 | 1.000 1.000 1.000 1.000 1,000 1.000 1.000 1.000 1.000 1.000 9 | 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 k|210 220 230 240 2.50 260 270 230 290 3.00 0 .122 .111 .100 .091 .082 .074 .067 .061 .055 .0S0 1] .380 .,355 .331 .308 .287 .267 .249 .231 215 .199 2 | .650 .623 6.596 .570 544 518 .494 469 446 .423 3| .839 819 .799 .779 .758 .736 .7114 .692 .670 .647 4| .938 928 .916 .904 ,891 .877 .863 .848 .832 815 5| .980 975 .970 964 .958 951 .943 935 926 .916 6| .994 993 ¿91 .988 986 .983 .979 .976 971 .966 T| .999 ¿998 .997 .997 .996 995 993 992 990) .988 8 | 1.000 1.000 .999 .999 .999 999 998 .998 997 996 91.000 1.000 1.000 1.000 1.000 1.000 .999 .999 999 999 10 | 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 11 | 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 12 ¡1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 -3'5 *0002 "0003 *0005 *0007 +0010 *0014 *0019 '0026 "0035 *0047 "0062 "0082 'o107 "0139 “0179 10228 '0287 "0359 *0446 "0548 *0668 *0808 *0968 *1151 *1357 *1587 *1841 "2119 *2420 12743 *3085 13446 '3821 *4207 *4620 "5000 "0002 *0003 "0005 *0007 “0009 "0013 10018 *0025 *0034 “0045 *0060 "0080 "0104 '0136 "0174 10222 '0281 '0352 "0436 "0537 '0655 "0793 *0951 *1131 *1335 *1562 *1814 12090 *2389 *2709 *3050 "3409 3783 *4168 14562 '4960 Distribución normal, P(Z < z) *0002 *0003 *9004 "0006 *0009 "0013 "0017 *0024 19033 *0044 *0059 *0078 *o102 *0132 *o0170 *0217 *0274 *0354 10427 "0526 "0643 *0778 *0934 “1112 '1314 "1539 11788 "2061 12358 *2676 "3015 13372 13745 "4129 "4522 "4920 *0002 "0003 *0004 '0006 *0009 "0012 *0017 "0023 *0032 *0043 *0057 10075 "0099 70129 '0166 *0212 *9268 *0336 "0418 *0516 '0630 10764 "0918 "1093 "1292 *1515 11762 12033 12327 *2643 "2981 '3336 13707 *4090 "4483 '4880 "0002 *0003 "0004 "0006 "0008 *0012 "0016 10023 *0031 *0041 "0055 *0073 *0096 *0126 '0162 *0207 '0262 *0329 "0409 *0505 *0618 *0749 “0901 *1075 *1271 *1492 '1736 *2005 *2297 *2611 '2946 '3300 13669 *4052 14483 '4840 *0002 *0003 *0004 10006 "0008 *0011 *0016 *0022 10030 *0040 *0054 *0071 "0094 '0122 19158 *0202 *0256 *0322 *0401 *0495 *0606 "0735 *0885 *1056 *1251 11469 13711 11977 12266 *2578 12912 13264 13632 *4013 "4404 '4801 *0002 10003 10004 *0006 *0008 *0011 *0015 '0021 "0029 "0039 "0052 '0069 '9091 '0119 "0154 "0197 10250 “0314 "0392 10485 10594 10722 '0869 *1038 "1230 '1446 "1685 "1949 "2236 "2546 *2877 13228 "3594 "3974 '4364 '4761 *0002 *0003 "0004 *0005 *0008 0011 "0015 *0021 "0028 *0038 *0051 "0068 *0089 “0116 *0150 "0192 *0244 "0307 "0384 0475 "0582 '0708 '0853 1020 1210 11423 "1660 11922 "2206 12516 "2843 '3192 13557 13936 14325 4721 *0002 *0002 * 0004 *0005 *0007 '0010 "0014 *0020 "0027 *0037 *9049 "0066 *0087 "0113 "0146 '0188 "0238 *0300 "0375 "0465 '0570 "0694 '0838 "1003 "1190 "1401 '1635 "1394 *2177 '2483 "2810 *3156 3520 "3897 *4286 *4681 *0002 '0002 "0003 *0005 "0007 *0010 "0014 *0019 "0026 *0036 *p048 *0064 *0084 "0110 10143 *0183 19233 *9294 "0367 "0455 10559 "0681 *0823 10985 *1170 11379 *1611 '1867 12148 '2451 12776 3121 13483 *3859 *4267 *4661 0'0 00 WN sm E RRRAR-oOooooo UN A DO LWWYRNNSNNNANNN SIRO "5000 15398 5793 '6179 16554 16915 7257 "7580 '7881 '8159 "8413 "8643 '8849 19032 19192 19332 19452 19554 '9661 19713 19772 "9821 *9861 *9893 19918 '9938 19953 "9965 *9974 '9981 "9986 "9990 "9993 19995 "9997 19998 *5040 '5438 '5832 6217 '6591 "6950 17291 "7611 *7910 '8186 18538 18665 '8869 *9049 *9207 '9345 "9463 19564 "9648 *9719 '9778 '9826 '9864 "9896 "9920 "9940 19955 *9966 19975 19982 *9987 "9991 "9993 *9995 *9997 *9998 '5080 15478 *5871 16255 '6628 6985 "7324 "7642 7939 18212 '8461 '8686 "8888 19066 "9222 19357 *9474 19573 19656 19726 *9783 *9830 *9868 *9898 *9922 "9941 '9956 "9967 "9976 "9982 '9987 '9991 "9994 "9995 "9997 19998 (continuación) *5120 15517 5910 16293 *6664 17019 17357 '7673 *7967 18238 'B485 *8708 'B907 *9082 19236 19370 19484 19582 9664 19732 "9788 "9834 '9871 *9901 9925 '9943 19957 19968 9977 19983 '9988 *9991 '9994 "9996 *9997 "9998 "5160 15557 "5948 16331 *6700 “7054 "7389 7703 17995 "8264 "8508 8729 8925 29099 19251 19382 "9495 19591 19671 19738 19793 19838 "9874 *9904 19927 19945 19959 19969 19977 "9984 *9988 19992 *9994 "9996 *9997 "9998 15199 15596 15987 16368 16736 *7088 *7422 "7734 *B023 "8289 '8531 "8749 '8944 '9115 9265 "9394 19505 "9599 19678 19744 19798 19842 '9878 19906 19929 *9946 *9960 "9970 "9978 19984 '9989 "9992 *9994 19996 '9997 '9998 5239 5636 6026 "6406 16772 17123 “7454 7764 "8051 18315 "8554 "8770 "8962 19131 19278 19406 19515 19608 9686 19750 9803 "9846 '9881 19909 19931 9948 19961 "9971 *9979 '9985 9989 19992 19994 19996 19997 19998 15279 '5675 '6064 "6443 *6808 *7157 '7486 779% '8078 "8340 8577 *8790 8980 19147 19292 19418 19525 *9616 19693 *9756 *9808 *9850 *9884 *9911 "9932 19949 "9962 19972 *9979 *9985 '9989 19992 t9995 19996 *9997 19998 15319 15714 16113 "6480 "6844 *7190 “7517 *7823 '8106 "8365 'B599 '8810 'B997 '9162 '9306 '9430 19535 "9625 "9700 19762 "9812 19854 19887 *9913 19934 *9951 "9963 "9973 "9980 19986 19990 19993 19995 *9996 '9997 *9998 15359 15753 "6161 16517 "6879 17224 17549 7852 "8133 "8389 "8621 "8830 '9015 "9177 19319 19461 19545 19633 '9706 *9767 '9817 "9857 *9890 "9916 "9936 19952 "9964 '9974 *9981 '9986 "9990 "9993 19995 "9996 "9998 *9998 — Mé — Distribución de Student P(T < 1-aty) 1-aly gl 0,60 0,70 0,75 0,80 0,90 0,95 0,975 0,99 0,995 1 0,325 0,727 1,000 1,376 3,078 6,314 127 31,82 63,66 2 | 0,289 0,617 0,817 1,061 1,886 2,920 4,303 6,965 9,925 3| 0,277 0,534 0,765 0,978 1,638 2,353 3,182 4,541 5,841 4| 0271 0,569 0,741 0,941 1,533 2,132 2,776 3,747 4,604 s5| 0,267 0,559 0,728 0,920 1476 2,015 2,571 3,365 4,032 6 | 0,265 0,553 0,718 0,906 1,440 1,943 2,447 3,143 3,707 7 | 0,63 0,549 0,711 0,896 1,415 1,895 2,365 2,998 3,499 8 | 0,62 0,546 0,706 0,889 1,397 1,860 2,306 2,896 3,355 9 | 0,261 0,543 0,703 0,883 1,383 1,833 2,262 2,821 3,250 10 | 0,260 0,542 0,700 0,879 1,372 1,812 2,228 2,764 3,169 11 0,260 0,540 0,697 0,876 1,363 1,796 2,201 2,118 3,106 12 | 0,259 0,539 0,696 0,373 1,356 1,782 2,179 2,681 3,055 13 0,259 0,538 0,694 0,370 1,350 1,11 2,160 2,650 3,012 14 | 0,258 0,537 0,692 0,368 1,345 1,761 2,145 2,624 297 15 | 0,258 0,536 0,691 0,866 1,341 1,753 2,131 2,602 2,947 16 | 0,258 0,535 0,690 0,865 1,337 1,746 2,120 2,583 2,921 17 | 0257 0,534 0,689 0,363 1,333 1,740 2110 2,567 2,898 18 | 0,257 0,534 0,688 0,862 1,330 1,734 2,101 2,552 2,878 19 | 0,257 0,533 0,687 0,861 1,328 1,729 2,093 2,539 2,861 20 | 0,257 0,533 0,687 0,360 1,325 1,725 2,086 2,528 2,845 21 0,257 0,532 0,686 0,859 1,323 1,721 2,080 2,518 2,831 22 | 0,256 0,532 0,686 0,353 1,321 117 2,074 2,508 2819 23 | 0,7256 0,532 0,685 0,858 1,319 1,714 2,069 2,500 2,807 24 | 0,256 0,531 0,685 0,857 1,318 1,711 2,064 2,192 2,797 25 | 0,256 0,531 0,684 0,856 ' 1,316 1,708 2,060 2,485 2,187 26 | 0,256 0,531 0,684 0,856 1,315 1,706 2,056 2,479 2,1779 27 | 0,256 0,531 0,684 0,855 1,314 1,703 2,052 2,473 2m1 28 | 0,256 0,530 0,683 0,835 1,313 1,701 2,048 2,467 2,763 29 | 0,256 0,530 0,683 0,854 1,311 1,699 2,045 2,462 2,756 30 | 0256 0,530 0,683 0,854 1,310 1,697 2,042 2,457 2,750 40 | 0,255 0,529 0,681 0,851 1,303 1,684 2,021 2,423 2,704 SO | 0,255 0,528 0,679 0,349 1,298 1,676 2,009 2,403 2.678 60 | 0,254 0,527 0,679 0,348 1,296 1,671 2,000 2,390 2,660 70 | 0,254 0,527 0,678 0,346 1,294 1,667 1,994 2,381 2,648 80 | 0,254 0,527 0,678 0,846 1,292 1,664 1,990 2,374 2,639 9% | 0,254 0,527 0,677 0,845 1,290 1,662 1,986 2,369 2,632 100 | 0,254 0,526 0,677 0,845 1,290 1,660 1,984 2,365 2,626 120 | 0,254 0,526 0,677 0,845 1,289 1,658 1,980 2,358 2,617 200 | 0,254 0,525 0,676 0,843 1,286 1,653 1,972 2,45 2,601 so0 | 0253 0,525 0,676 0,842 1,283 1,648 1,965 2,334 2,586 00 0,253 0,524 0,674 0,842 1,282 1,645 1,960 2,326 2,576 ¡ A es a Distribución F de Snedecor PES Emp) =P EJEMPLOS L p=0951n,=1.m=1 2. p=005,n,=1nm,=1 — 095 005 o9sFy1 = 161 Se comprueba que 00sF,, 1 = 1/0,9sF1, 1 = 1/161 = 0,0062 3. p=09, mn =n=3 ; 4. p=0)01L, n, =8, 1, =3 0,99 001 ceso 215 Garfias = 0,132 Se comprueba que q0Fg, 3 = 1/0,99F3,8 = 1/7,59 = 0,132 (continuación) - (continuación) mn m ES 1 7 15 ROA 4.0005 044 0950 .0M46 .01Z .024 .036 .047 057 .066 .075 .082 .089 .0005 105.125.135 147.159 .166 .172 .163 186.191 .196 001.08 .O*O .0Y13 .019 032 .046 .058 .069 .079 .089 .097 .104 .00l ae nat Jasa 163 176 183 [168 200 202 308 21a = 1 005 04 050 022 .043 .064 .083 100 134 .126 137 ls 153 005 172,193 204 216 .29 .237 242 253 .255 .260 266 269 01 018.010 038.063.088 .100 .127 .143 .156 .167 .176 .185 .01 204 (226 287 249 261 269 .274 .285 28 292 .298 del 025 0 026 -066 104 .135 161 1003 198 212 .224 24 .243 .025 263 2 296 308.320 327 .332 .362 .346 .381 .356 359 05.01% 052 110.157.193 .22l 248 261.275 .288 .298 .307 .05 . 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