# Find Γ(n) from Gamma Table

Gamma function table & how to use instructions to quickly find the gamma function of x in statistics & probability experiments. Gamma function is a special factorial function used to find the factorial for positive decimal point numbers or the complex numbers expressed in real & imaginary parts.
Γ(n) = (n - 1)!
where n = complex numbers with real & imaginary

Users can refer the below Gamma function table or calculator to find the value of Γ(n). This Gamma function table to find the factorial of complex numbers is also available in pdf format too, users may download this table in pdf format to refer it later offline.

Gamma Function Γ(n) Table
n 1 2 3 4 5 6 7 8 9 10
0  1  1  2  6  24  120  720  5040  40320  362880
0.05  0.97  1.02  2.1  6.39  25.88  130.72  790.83  5575.35  44881.53  406177.83
0.1  0.95  1.05  2.2  6.81  27.93  142.45  868.96  6169.59  49973.71  454760.75
0.15  0.93  1.07  2.31  7.27  30.16  155.31  955.16  6829.42  55659.8  509287.17
0.2  0.92  1.1  2.42  7.76  32.58  169.41  1050.32  7562.29  62010.76  570499.03
0.25  0.91  1.13  2.55  8.29  35.21  184.86  1155.38  8376.51  69106.23  639232.6

0.3  0.9  1.17  2.68  8.86  38.08  201.81  1271.42  9281.39  77035.56  716430.69
0.35  0.89  1.2  2.83  9.47  41.2  220.41  1399.63  10287.32  85899.08  803156.43
0.4  0.89  1.24  2.98  10.14  44.6  240.83  1541.34  11405.89  95809.46  900608.9
0.45  0.89  1.28  3.15  10.85  48.3  263.26  1698  12650.08  106893.21  1010140.79
0.5  0.89  1.33  3.32  11.63  52.34  287.89  1871.25  14034.41  119292.46  1133278.39

0.55  0.89  1.38  3.51  12.47  56.75  314.95  2062.92  15575.08  133166.94  1271744.28
0.6  0.89  1.43  3.72  13.38  61.55  344.7  2275.03  17290.25  148696.14  1427482.93
0.65  0.9  1.49  3.94  14.37  66.8  377.42  2509.83  19200.21  166081.84  1602689.78
0.7  0.91  1.54  4.17  15.43  72.53  413.41  2769.83  21327.69  185550.94  1799844.13
0.75  0.92  1.61  4.42  16.59  78.78  453.01  3057.82  23698.13  207358.61  2021746.44

0.8  0.93  1.68  4.69  17.84  85.62  496.61  3376.92  26339.99  231791.89  2271560.56
0.85  0.95  1.75  4.99  19.2  93.1  544.61  3730.6  29285.17  259173.77  2552861.66
0.9  0.96  1.83  5.3  20.67  101.27  597.49  4122.71  32569.41  289867.73  2869690.49
0.95  0.98  1.91  5.64  22.27  110.21  655.77  4557.58  36232.73  324282.91  3226614.98

## How to Find Γ(n)

Users may use this below Gamma function table value calculator or refer the rows & columns value of Gamma table to find the (n - 1) factorial of positive decimal point number.
by Using Calculator
Supply the input values of whole & fraction part of the numbers directly to the Gamma table value calculator and hit on "LOCATE" to address the corresponding Gamma value of n.

by Using Gamma Table
Refer the row values for whole numbers and the column values for fraction values. For example, to find the Γ(n) for 4.5, the point 11.63 where the row & column meet in the Gamma table is the Γ(n).