Gamma Calculator Online

Explanation

The gamma function is an extension of the factorial function in mathematics, which is related to it. The factorial function is exclusively defined for positive integers, whereas the gamma function can handle both complex numbers and fractional values. The gamma function is used to simulate situations that entail continuous change in a variety of fields, including statistics, complex analysis, calculus, etc. According to, the gamma function
Γ(z) = (z – 1)!
Γ(z) is actually an extension of the factorial function to all complex integers/numbers except negative numbers.

How to use Gamma Function Calculator?

• You just need to enter the value of z in the input field.
• The result will automatically appear below.

More Calculation Examples (Gamma)

• z: 3
• Γ(z) = 2


• z: 34
• Γ(z) = 8.6833176188119E+36


• z: 1.3
• Γ(z) = 0.89747069630628


• z: 23
• Γ(z) = 1.1240007277776E+21


• z: 17
• Γ(z) = 20922789888000