68.int(x^(5))/(sqrt(1+x^(3)))dx

Evaluate: int(x^(5))/(sqrt(1+x^(3)))dx

If int(x^(5))/(sqrt(1+x^(3)))dx is equal to

int(x^(5))/(sqrt(1+x^(3)))dx is equal to

If int(x^(5))/(sqrt(1+x^(3)))dx is equal to

If l=int(x^(5))/(sqrt(1+x^(3)))dx , then l is equal to

Evaluate: (i) int(1)/((x+1)(x^(2)+2x+2))dx (ii) int(x^(5))/(sqrt(1+x^(3)))dx

If the integral I=int(x^(5))/(sqrt(1+x^(3)))dx =Ksqrt(x^(3)+1)(x^(3)-2)+C , (where, C is the constant of integration), then the value of 9K is equal to

If the integral I=int(x^(5))/(sqrt(1+x^(3)))dx =Ksqrt(x^(3)+1)(x^(3)-2)+C , (where, C is the constant of integration), then the value of 9K is equal to

I=int(x^(5)dx)/(sqrt(1+x^(3)))

int(x^(5)dx)/(sqrt((1+x^(3))))=...