Integration Lecture 2

The integral I=int2^((2^(x)+x))dx=lambda. (2^(2^(x)))+C (where, C is the constant of integration). Then the value of sqrtlambda is equal to

Integrate: 1/x^2-a^2 dx. Integrate: 1/a^2-x^2 dx . Integration of : 1/x^2-a^2 dx. Integration of : 1/a^2-x^2 dx . Integration most important questions.

Integration of f (x) = sqrt(1+x^(2)) with respect to x^(2) , is

The integral I=intsin (2theta)[(1+cos^(2)theta)/(2sin^(2)theta)]d theta simplifies to (where, c is the integration constant)

Evaluate the following integration int((x^(2)+sin^(2)x)sec^(2)x)/((1+x^(2)))dx

Integrate the integrals: intsinxcos2xsin3xdx

Integrate the functions xsqrt(1+2x^2)