I="introot(3)(x^5)dx

5. introot(5)(x^2)dx

Evaluate introot(3)(tanx)dx

If introot(3)(x).root(5)(1+root(3)(x^(4)))dx=5/8(1+x^(4/a))^((2a)/b)+c (where c is constant of integration), then value of (a+b) is

Evaluate: introot1/(2x-x^2)dx

int(2x+3)^(5/3)dx=

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

Evaluate: (i) int4\ x^3\ sqrt(5-x^2)\ dx (ii) int1/(sqrt(x)+x)\ dx

If I=int sqrt((5-x)/(2+x)) dx, then equal

Integrate I = int(6x^5)/(1+x^6)dx

Evaluate: (i) intsqrt(4x^2+9)\ dx (ii) intsqrt(x^2+2x+5)\ dx