TABLES FOR QUESTIONS:
Appendix B Tables 988 TABLE 5 BINOMIAL PROBABILITIES TABLE 5 BINOMIAL PROBABILITIES (Continued) is the probability of a success on one trial. For example, with six trials and p = .05, the probability .01 .02 .04 .05 .06 .08 .01 .02 .04 .05 .06 .07 .08 0006 .9801 9604 9409 9216 9025 8836 .8649 8464 8281 3610' 0392 0582 076 095 .1302 1472 1638 .0001 0004 0009 .0016 0025 0036 .0049 0064 0081 703 0576 2236 0102 .9044 .8171 5987 538 4344 3894 1667 277 3777 606 8853 8145 0519 0746 1234 1478 1714 1715 0058 0135 0191 0004 0052 .0078 OOO0 0000 000 951 9039 8587 8154 7738 6591 0000 1328 1699 2036 2342 2866 000 0038 0082 14 0214 0394 0498 0001 .0006 001 1 0019 0043 0000 0000 .0000 0002 12 .7847 .6938 .6127 4759 4186 3677 2575 $064 3645 3781 3837 .0702 0988 .1280 .1565 1835 8858 .7828 7351 6899 .6470 6064 5679 0015 0098 039 0532 0686 1085 1957 2321 2642 $164 0009 0039 0104 .0153 0055 0120 0305 000 014 00 0002 0021 0036 .0055 0080 001 0000 0000 000 1 005 0000 0000 000 000 0000 000 000 0000 0000 000 000 0000 0000 0000 000 8681 .8080 7514 5168 1000 000 0000 0000 1240 2192 2573 2897 3396 3578 000 000 0162 .0274 0406 0036 8601 7386 .6333 5421 4633 .3953 3367 2863 .2430 2261 338 3658 3785 3801 3734 0000 1001 009 098 200 249 0000 0000 000 0000 0004 .0085 0178 0468 0653 0857 .1070 0000 .0000 0000 0000 0000 0000 0002 0022 09 0148 0223 002 02 1043 6900 0000 000 0006 001 00 0001 .0001 0000 000 000 0000 200 0000 000 0189 00 0000 00 0000 0000 0000 000 0000 000 00 0000 0000 0000 000 0000 0000 200 0000 0000 0000 .0000 0000 OOO .0000 000 .0000 000 .0000Appendix B Tables Appendix B Tables TABLE 5 BINOMIAL PROBABILITIES (Continued) TABLE 5 BINOMIAL PROBABILITIES (Continued) X .3283 .2229 .1831 .8100 .6400 2500 348 180 2550 3200 3750 4200 4950 5000 .0846 1274 .1683 .2047 .2579 0100 0225 .0400 .0900 1225 2025 2500 0140 0283 0473 0697 0942 .1 196 0004 016 600 0167 0266 .0536 .2746 003 0056 .3840 4084 .3750 0574 0960 .1890 2389 2880 3341 .3750 010 0080 .0156 .0270 .0429 0911 1250 000 2401 200 0000 .4116 2995 .2500 000 000 097 1536 2109 .3105 3456 3675 .3750 JOO 0000 0036 0115 0256 0756 .1115 .1536 2005 2500 0005 0016 0039 .0081 .0150 0256 0410 .2373 1681 .0503 .0312 4096 3602 .3124 2059 1562 000 000 328 000 0000 .0000 2048 .3364 .3125 000 .0000 008 0244 0512 1323 2304 .2757 .3125 0004 0146 .0284 .0488 0768 1 128 ,1562 3585 000 0010 0024 .0102 0185 .0312 .2725 .3282 0528 1887 .2711 .2818 1780 .0156 0065 0183 0596 0860 .1414 1672 2621 .1176 3543 3993 3932 .3560 2437 1866 1359 0938 0133 023 0364 0523 0984 .1762 2458 .3241 .3280 .3110 2780 2344 0000 0088 0146 041 0819 1318 .1852 .2355 .2765 3032 .3125 0012 2344 000 DOO OOO0 000 000 000 3206 2097 DOO .1335 .0824 .0490 .0280 .0078 0000 00 900 0000 00 3720 3960 3670 2471 .1306 872 .0547 000 000 0000 0000 .2753 2140 1147 1730 0026 0287 0577 .0972 2388 2734 012 0043 0115 0774 1172 000 000 900 0004 0013 0036 0084 0172 0320 0547 DOO 0000 000 000 .0002 .0006 0037 0000 000 000 .0000 000 20 0000 430 .1678 .0576 0319 0084 .0039 3355 1977 089 0548 0312 .1488 .2376 2936 2965 2090 1094 0331 0839 1468 2076 2541 2786 2787 .2568 04 0185 0459 .1361 1875 .2322 2627 2734 .0467 .0808 .1239 .2188 0012\fAppendix B Tables Appendix B Tables TABLE 5 BINOMIAL PROBABILITIES (Continued) TABLE 5 BINOMIAL PROBABILITIES (Continued) .55 60 .65 .70 .75 .80 .85 90 .95 .55 .60 .65 .70 .75 .80 85 90 .95 .2025 1600 .1225 0900 0625 .0400 .0225 .0100 0008 0003 .0000 .0000 .0000 .0000 4950 4800 4550 4200 .3200 2550 1800 0950 003 .3025 3600 .5625 .6400 9025 0407 0640 0429 0270 0156 .0080 0010 2128 ,1181 2880 2389 .1406 0270 2600 2508 1715 1168 0661 028 0074 4320 4436 4410 4219 3840 3251 2430 1354 .21 19 2508 1762 0446 1110 .2597 1722 62 033 .2253 2985 .0410 0256 0150 0081 .0039 1536 .0469 0005 3456 2646 0135 0001 1016 000 0000 1785 .2401 .3164 .4096 0106 000 0746 42 0212 1596 0689 368 00 1 2340 1811 .0879 0011 2508 .3369 3456 3364 3087 1382 0729 0214 2150 0574 3124 3601 3955 .4096 3915 3281 2036 0763 1209 2335 2816 2759 1937 074 .1160 .2373 0207 040 ,1211 2684 3474 3874 3151 .0282 .0563 3487 .0018 .0002 .0001 .0000 12 0609 0369 0205 0102 0044 0000 .3241 1359 2437 3543 0000 2321 0762 .0024 000 0591 .1780 0115 7351 1489 2124 0005 0000 0001 2225 2270 .2039 .1032 0172 .2362 0852 0173 1172 0774 0466 0000 0339 1678 2323 .2835 2924 2301 2388 1935 1442 0972 0577 0026 0002 11 0075 .1267 2062 .3012 3413 .2918 2679 2269 0712 3766 0036 12 0008 .0317 2613 2985 .3115 1240 .2824 0406 3720 2573 15 1000 0001 0000 1052 0413 0000 051. 0007 000 1719 0808 .0231 .0092 000 1048 0612 .0298 .0034 OOO 0000 2627 .2322 1875 1361 045 0185 0046 0004 1647 1181 0710 0131 000 OOOC 2568 2786 2541 0331 2013 .0393 1914 .1906 .0430 0548 0896 3826 1404 .1032 .1001 11 .0780 .2186 .2252 .1876 .1156\f|ALT-CAT 5.3 Binomial Probability Applications Card 1. Create an application and identify a random variable Xi that can be approximated by the binomial probability distribution. 2. Show that Xi is a binomial random variable by checking each of the four characteristics. 3. Based on your application, create an exam question (including the solution) that tests knowledge on calculating binomial probabilities based on the binomial probability tables
