`int(x+root(3)(x^2)+root(6)(x))/(x(1+root(3)(x)))\ dx` is equal to (i) `3/2x^(2/3)+tan^(-1)x^6+C` (ii)`3/2x^(2/3)+6tan^(-1)x^6+C` (iii) `3/2x^(2/3)+6tan^(-1)x^(1/6)+C` (iv) `2/3x^(2/3)+5tan^(-1)x^6+C`

int(x+root(3)(x^(2))+root(6)(x))/(x(1+root(3)(x)))dx is equal to (i)(3)/(2)x(1+root(3)(x))(3)/(2)x^((2)/(3))+6tan^(-1)x^(6)+C( iii) (3)/(2)x^((2)/(3))+6tan^(-1)x^((1)/(6))+C( iv) (2)/(3)x^((2)/(3))+5tan^(-1)x^(6)+C

int(x+x^(2/3)+x^(1/6))/(x(1+x^(1/3)))dx equals a) (3x^(2/3))/(4)+6tan^(-1)(x^(1/6))+C b) (3x^(2/3))/(2)+6tan^(-1)(x^(1/6))+C c) (3x^(2/3))/(10)+6tan^(-1)(x^(1/6))+C d) (3x^(2/3))/(5)+6tan^(-1)(x^(1/6))+C

I = int (x + x^(2/3) + x^(1/6))/(x (1+x^(1/3))) dx is equal

int((sin2x)^(1/3)d(root(3)(tan x)))/(sin^(2/3)x+cos^(2/3)x) is equal to

int(6x^(2)tan^(-1)(x^(3)))/(1+x^(6))dx=

Evaluate int(sin x+root(3)(sin^(2)x)+root(6)(sin x))/((1+root(3)(sin x))tan x)dx ,

Solve cot^(-1) ((3x^(2) + 1)/(x)) = cot^(-1) ((1 - 3x^(2))/(x)) - tan^(-1) 6x

Solve cot^(-1) ((3x^(2) + 1)/(x)) = cot^(-1) ((1 - 3x^(2))/(x)) - tan^(-1) 6x

Solve cot^(-1) ((3x^(2) + 1)/(x)) = cot^(-1) ((1 - 3x^(2))/(x)) - tan^(-1) 6x