`e^(-5x)cot 4x`

int e^(x)(1-cot x+cot^(2)x)dx=e^(x)cot x+C (b) e^(x)cot x+C(c)e^(x)cos ecx+C(d)e^(x)cos ecx+C

If y = e^(x). cot x then (dy)/(dx) will be

int e^(-x) cosec x(1+ cot x) dx is equal to a) e^(-x) cosec x + C b) -e^(-x) cosec x + C c) - e^(-x) ( cosec x + cot x ) + C d) - e^(-x) ( cosec x - tan x ) + C

(i)e^(4x)" "(ii)e^(-5x)" "e^(x^(3))

(i) int e^(3x) cos 5x dx (ii) int e^(3x) sin 4x dx

Evaluate: int(1)/(sqrt(e^(5x))root(4)((e^(2x)+e^(-2x))^(3)))

Evaluate int(1)/(sqrt(e^(5x))root(4)((e^(2x)+e^(-2x))^(3))) .

Evaluate int(1)/(sqrt(e^(5x))root(4)((e^(2x)+e^(-2x))^(3))) .

inte^(x)cot(e^(x))dx=?

.Differentiate. e^x(tanx-cot x)