`int(5-6x)^7dx`

int (7-2x)^5 dx

int (7-2x)^5 dx

solve int(6x+9)dx =

If int x^(6) sin ( 5x^(7)) dx = ( k )/( 5) cos ( 5x^(7))+C , then the value of k is

int x^(-6) " dx "

int (7x-2)^3 dx

Find the following integrals. 1. int 3x^(7)dx 2. int 4 sqrt(x)dx 3. int(dx)/(sqrt(x)) 4. int(x^(3)-5x^(2)+7x-11)dx 5. int 3 xdx 6. int 5x^(2)dx 7. int(1)/(2)x^(3)dx

Integrate the following functions with respect to x (a) int (5x^2 + 3x -2) dx (b) int (4sin x-(2)/(x)) dx (c) int (dx)/(4x+5) (d) int (6x +2)^(3) dx

int(3 -7x)^(5) dx

int(x^6(x+1)dx)/(sqrt(5x^(10)+6x^9+x^(4)))=