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Gammafunctiontable - GAMMA FUNCTION TABLE
Course: Statistical Inference (MAT 282 )
University: University of Southern Maine
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Appendix B:
Gamma Function
Γn e x dx n
x n
( )
= ≤ ≤
− −
∞
∫1
0
1 2, .
Reliability Engineering, First Edition. Kailash C. Kapur.
© 2014 John Wiley & Sons, Inc. Published 2014 by John Wiley & Sons, Inc.
Table for
nΓ(n)
1.00 1.00000
1.01 0.99433
1.02 0.98884
1.03 0.98355
1.04 0.97844
1.05 0.97350
1.06 0.96874
1.07 0.96415
1.08 0.95973
1.09 0.95546
1.10 0.95135
1.11 0.94739
1.12 0.94359
1.13 0.93993
1.14 0.93642
1.15 0.93304
1.16 0.92980
1.17 0.92670
1.18 0.92373
1.19 0.92088
1.20 0.91817
1.21 0.91558
1.22 0.91311
1.23 0.91075
1.24 0.90852
nΓ(n)
1.75 0.91906
1.76 0.92137
1.77 0.92376
1.78 0.92623
1.79 0.92877
1.80 0.93138
1.81 0.93408
1.82 0.93685
1.83 0.93969
1.84 0.94261
1.85 0.94561
1.86 0.94869
1.87 0.95184
1.88 0.95507
1.89 0.95838
1.90 0.96177
1.91 0.96523
1.92 0.96878
1.93 0.97240
1.94 0.97610
1.95 0.97988
1.96 0.98374
1.97 0.98768
1.98 0.99171
1.99 0.99581
2.00 1.00000
nΓ(n)
1.25 0.90640
1.26 0.90440
1.27 0.90250
1.28 0.90072
1.29 0.89904
1.30 0.89747
1.31 0.89600
1.32 0.89464
1.33 0.89338
1.34 0.89222
1.35 0.89115
1.36 0.89018
1.37 0.88931
1.38 0.88854
1.39 0.88785
1.40 0.88726
1.41 0.88676
1.42 0.88636
1.43 0.88604
1.44 0.88580
1.45 0.88565
1.46 0.88560
1.47 0.88563
1.48 0.88575
1.49 0.88595
nΓ(n)
1.50 0.88623
1.51 0.88659
1.52 0.88704
1.53 0.88757
1.54 0.88818
1.55 0.88887
1.56 0.88964
1.57 0.89049
1.58 0.89142
1.59 0.89243
1.60 0.89352
1.61 0.89468
1.62 0.89592
1.63 0.89724
1.64 0.89864
1.65 0.90012
1.66 0.90167
1.67 0.90330
1.68 0.90500
1.69 0.90678
1.70 0.90864
1.71 0.91057
1.72 0.91258
1.73 0.91466
1.74 0.91683