Evaluating Integrals Dependent on a parameter
Differentiate I with respect to the parameter within t

Question

Evaluating Integrals Dependent on a parameter
Differentiate I with respect to the parameter within the sign of integrals taking variable of the integrand as constant. Now, evaluate the integral so obtained as a function of the parameter and then integrate the result to get I. Constant of integration can be computed by giving some arbitrary values to the parameter and the corresponding value of I.

Professor PC Thomas Classes · Answer

See detailed solution for explanation.