This concept of Beta and Gamma Function is very important in Engineering & Basic Science Students. This course is very useful for B.Sc./B. Tech students also preparing NET, GATE and JAM Aspirants. The Gamma function and Beta functions belong to the category of the special transcendental functions and are defined in terms of improper definite integrals. These functions are very useful in many areas like asymptotic series, Riemann-zeta function, number theory, probability distribution functions etc. and also have many applications in engineering and physics. The theory of Gamma function was developed in connection with the problem of generalizing the factorial function of natural numbers, i.e. the problem of finding an expression that has value n! for positive integers, that can be extended to arbitrary real numbers at the same time. We can input almost any real or complex number into the gamma function and find its value. Beta function is also called Euler integral of the First kind.

This course on Beta and Gamma functions is very useful to understand

1) The definition and basics of Beta and Gamma functions.

2) Properties of Beta and Gamma functions.

3) Relation between Beta and Gamma functions.

4) Use of Beta and Gamma function in evaluation of improper integrals and other important result.