Tables Of Areas Under The Normal Curve Ams Table V 2 14 13 32 31 600 18 29 24 23 11 21 44 43 41 41 44 N 1 (58.2 KiB) Viewed 10 times
Tables Of Areas Under The Normal Curve Ams Table V 2 14 13 32 31 600 18 29 24 23 11 21 44 43 41 41 44 N 2 (31.5 KiB) Viewed 10 times
Tables of Areas under the Normal Curve Ams TABLE V 2 -14 -13 <-32 -31 600 -18 <-29 -24 -23 -11 -21 -44 -43 -41 -41 -44 n -27 -26 -25 8000 save -1.9 -18 DAN -1.7 -16 -18 TO 33333333333333333333333 =23 0302 4002 7 0039 086 08032 08179 674 08079 88046 -18 6022 88022 0237 12 FR AT L oor n 14 -14 BOB -13 -11 6115 613 -U 8235 613 -18 IN 6150 615 15 002 SIKS 2006 0.00055 0005 BOX 0.0006 000 1700 61000 20 6003 IT SED 11 4.3 5 85 24 10² FT 43 0617986217 44 6000 19 FORTO SORED CENTO POS BG475 0644 11 604 806 807 8048004 204 Standard Normal Distribution 83 04 J05 -43 -43 6219 8396 8342 63811 6.25 8.1977 0.1909 GIMT -4.7 8200 62 62 8237 626 8.236 8226 02206 02177 62148 -46 820 820 435 4260 431 427 42546 0254 0340 635 -45 46043015 821 0.2 0.22 0.377 43540 038000276 8348 349 3372 81 63 83344 8322 0.32 0.3156 43121 632 4.3765 6.3767 0 03597 (13530 0340 BOR SOM S.429 430 0.462 4 40 28.15 4003 6.30 0.3 45 0064 04325 20020422 400 40 SAE 0476104721 041044 85120 65000 65099 6328 052 05319 0339 0357 83557 0.556 0.56 650 000 0.5675 03714 65753 00044 0640 OMD 04017 ILMO OMH 85079 He se E 65000 6400 ENED 80 850 034 NOVE DOWE IN LAD MID 100 SSD SD SCHOD SOOD SHRED SKO UN NOURED CORD APZIN 544036 16 197 2005 0:00) 00000 00000 40064 0.0004 0.0004 0.0004 0.0004 0.0005 0006 20006 0.0005 0.0006 0.0005 000 0000 0000 0000 620002 0.0005 0:0008 0.0067 0:0007 ware 24 KWPU ewis 27 RPMS www SUM FUND 28 29 699626990 34 11 EVA GUN LOVE RAD SETH ONED SED ILLT WITH THIS FORTS IN GALGAG60097054 070 07123 07297 8.7150 07234 07517 4727 67 67104 877 87309 07422 0.3644 4360 835 87704 67754 07764 0774 0782303812 47 679 4709 877 8795 ONS ON RELM88212 882 88344 0.5096535 0340 45 GMIT NGA 6345 AMM MAX 12 RAND AR GASS GI W 16 99060 10 ON CURD 11000 11000 60 000 000 000594 00582 08571 60559 877 84 007908715 88721 1000 BANK GAR SMS BH 04780 0476 BATT BAZIS AND BA 6990919922 1995 HOUED EWID 612 60 6.3075 4364300 614 8122 612 12 81230 61330 810 61170 RISES 032 0.1409 0.3466 63423 0.340 61379 EMAD THE HAMD Su 20000 10000 FORDD 1922 000000000 000140000 60030 2000 ser 60384 04375 BOM WALD 0.0097 800M 0.0000 SEAD SAD SAD SISED SAND FIND AND ONE IN 0 MIN 6925 09534 8944 01573 69562 0:39 69649649 856 09664 19675 09678 0965 09695 0.9699 1976 19 971 1972 1973 1974 09744 09750097562976 09767 GNTT2697766097000827 0046 80543 50 554 GX577 GX509 821 03 00 010 08.30 14 250 m2 a 097 09005 09177 9222 8926 192510065 0.9279 09292 0936 09719 545645576570082 0944 0929 294 0.025 0213 MALD 90 199 THIRD 1000 FOOD FOOD 0038 1995 19 CONDO MDD 260 MD HODOM NOW TO Lower LAVET 29060 DEND STED 0.999 0436 0434 ID DIVO AND 1.940 2995 VIND CIMD 11660 AD 094 09887 0.9990 0.9931 899209934 09936 wiz SPEED (60 ELIND OPINI M IMG021460 09545 GWS WAS *** own 1999 0.96 0.999 34 1997 6.997 0.9997 6.9907 1997 0.9997 0.9997 0.9997 0.9997 09995 300 31 32 64 2017 M wer I X
The lengths of a particular animal's pregnancies are approximately normally distributed, with mean µ = 273 days and standard deviation = 12 days. (a) What proportion of pregnancies lasts more than 288 days? (b) What proportion of pregnancies lasts between 252 and 276 days? (c) What is the probability that a randomly selected pregnancy lasts no more than 249 days? (d) A "very preterm baby is one whose gestation period is less than 246 days. Are very preterm babies unusual? Click the icon to view a table of areas under the normal curve. (a) The proportion of pregnancies that last more than 288 days is (Round to four decimal places as needed.) (b) The proportion of pregnancies that last between 252 and 276 days is (Round to four decimal places as needed.) (c) The probability that a randomly selected pregnancy lasts no more than 249 days is (Round to four decimal places as needed.) (d) A "very preterm" baby is one whose gestation period is less than 246 days. Are very preterm babies unusual? be unusual because the probability is The probability of this event is, so it (Round to four decimal places as needed.) than 0.05.
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