Incomplete Normal Moment Functions 



TABLE IX. Values of the Incomjylete Normal Moment Function. 

 B. Even Moments ?n„ {x) = finioo)j[{n - 1) {n-2,){n - 5) ...1]. 



r 



X 



m2{x) 



mi(x) 



mg (x) 



mi(x) 



mio{x) 



0-0 



■0000000 



•0000000 



■0000000 



■(iOOOOOO 



■0000000 



0-1 



•0001325 



•0000002 



•0000000 



■0000000 



•0000000 



0-2 



•0010512 



■0000084 



■0000000 



■001)0000 



■0000000 



OS 



•0034951 



■0000626 



■0000008 



■0000000 



■0000000 



0-4 



■0081136 



■0002572 



•0000058 



•0000001 



■0000000 



0-5 



■0154298 



■0007604 



•0000270 



■0000008 



■0000001 



0-6 



•0258121 



•0018200 



•0000925 



■0000037 



■0000001 



0-7 



•0394585 



•0037575 



■0002588 



■0000139 



■0000006 



0-8 



•0563914 



•0069507 



•0006223 



•0001.1437 



■0000025 



0-9 



•0764632 



•0118045 



•0013297 



•0001177 



■0000086 



1-0 



•0993740 



•0187171 



•0025857 



•0002812 



■0000251 



l-l 



•1246965 



•0280428 



•0046525 



•0006094 



■0000658 



1-2 



•1519070 



•0400559 



■0078427 



•0012160 



•0001558 



1-3 



•1804203 



•0549214 



•0125028 



•0022617 



■0003386 



1-4 



•2096248 



•0726741 



■0189894 



•0039577 



■0006842 



1-5 



•2389164 



•0932091 



■0276408 



•0065653 



■0012964 



1-6 



■2677274 



•1162835 



■0387442 



•0103SG9 



■0023209 



1-7 



•2055511 



•1415300 



•0525059 



•0157516 



■0039494 



1-8 



•3219594 



•1684803 



•0690258 



•0229926 



■0064207 



1-9 



•3466134 



•1965937 



•0882796 



■0324204 



■0100147 



2-0 



•3692680 



•2252921 



■1101113 



•0442938 



•0150415 



2-1 



•3897700 



•2539927 



•1342371 



•0587910 



•0218224 



2-2 



•4U80525 



•2821413 



■1602593 



•0759866 



•0306667 



2-3 



•4241237 



•3092387 



■18769113 



■0958345 



•0418437 



2-4 



•4380556 



■3348610 



■2159821 



•1181613 



•0555560 



2-5 



•4499695 



•3586763 



•2445598 



•142670(J 



•0719132 



2-6 



■4600231 



•3804450 



•2728554 



•1689546 



•0909136 



2-7 



•4683965 



•4000247 



•3003387 



•1965228 



■1124320 



2-8 



•4752816 



•4173616 



•32G5431 



•2248263 



■1362197 



S-9 



•4808719 



•4324798 



■3510S42 



•2532933 



•1619132 



S-0 



•4853546 



•4454679 



•3736720 



•2813629 



•1890538 



S-1 



•4889053 



•4564647 



•3941138 



•3085150 



•2171145 



S-2 



•4916838 



•4656432 



•4123121 



•3342962 



•2455315 



3-3 



•4938321 



■4731975 



■4282552 



•3583379 



•2737379 



3-lt 



•4954736 



•4793298 



•4420056 



•3803672 



■3011962 



3-5 



•4967130 



•4842409 



•4536843 



•4002102 



•3274261 



s-a 



■4976381 



•4881218 



•4634555 



■4177877 



•3520261 



3-7 



•4983205 



•4911484 



•4715111 



•4331061 



■3746880 



s-s 



•4988183 



•4934784 



•4780568 



•4462441 



■3952025 



3-0 



•4991771 



■4952491 



•4833001 



•4573366 



■4134583 



4-0 



•4994330 



■4965779 



•4874418 



•4665592 



■4294345 



41 



•4996133 



■4975627 



•4906683 



•4741120 



•4431886 



4i 

 4-3 



■4997391 



■4982835 



•4931479 



•4802063 



•4548407 



■4998258 



■4988045 



•4950279 



•4850521 



•4645574 



4-4 



•4998849 



•4991766 



•4964343 



•4888500 



•4725352 



4-5 



•4999247 



•4994392 



•4974720 



•4917846 



■4789861 



4-6 

 4-7 



•4999512 



■4996222 



•4982298 



•4940207 



■4841246 



•4999688 



•4997483 



•4987744 



•4957010 



■4881574 



4-8 



•4999802 



•4998342 



■4991613 



•4969464 



•4912765 



4-9 



•4999876 



•4998919 



•4994326 



•4978572 



•4936544 



5-0 



•4999923 



•4999303 



•49962(J(i 



•4985144 



■4954417 



00 



•5000000 



•5000000 



•5000000 



■5000000 



•5000000 



