- #1
Perpendicular
- 49
- 0
The problem is :-
Integral of (1+x^4) / ( 1 + x^6) . dx
I have reduced it to a form of
Integral of 2.sqrt(tantheta) / ( 1 + tan^3 theta ) over dtheta where x^2 = tantheta.
However I cannot reduce it further. How do I proceed ? In general, how do I proceed given a problem of the form of finding the integral of two polynomials when neither is a simple quadratic or factorized ?
Integral of (1+x^4) / ( 1 + x^6) . dx
I have reduced it to a form of
Integral of 2.sqrt(tantheta) / ( 1 + tan^3 theta ) over dtheta where x^2 = tantheta.
However I cannot reduce it further. How do I proceed ? In general, how do I proceed given a problem of the form of finding the integral of two polynomials when neither is a simple quadratic or factorized ?