" 2.If "int(1)/(x+x^(5))dx=f(x)+c," then evaluate "int(x^(4))/(x+x^(5))dx

int(x^(4))/(1-x^(5))dx

int_(1)^( If )(1)/(x+x^(5))dx=f(x)+c, then evaluate int(x^(4))/(x+x^(5))dx

If int(1)/(x+x^(5))dx=f(x)+c , then the value of int(x^(4))/(x+x^(5))dx=.....

If int(1)/(x+x^(5))dx=f(x)+c , then the value of int(x^(4))/(x+x^(5))dx A) logx-f(x)+c B) f(9x)+logx+c C) f(x)-logx+c D)None of these

Evaluate: "int(x^(4)-1)/(x^(2)+5)dx

If int (1)/(x+x^(5)) dx = f(x) + c , then the value of int x^(4)/(x+x^(5)) dx is

Evaluate: int ((x-1)/(x^(5)))dx

Evaluate int_(1)^(5)(x)/(4+x^(2))dx

If int1/(x+x^5)dx=f(x)+c ,then the value of int(x^4)/(x+x^5)dxdot