`cot^(3)x`

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int(cotx+cot^3x)/(1+cot^3x)dx

Evaluate the following integrals: int (cotx+cot^3x)/(1+cot^3x)dx

int_( then )^( If )(dx)/(cos(x)/(3)sin^(3)(x)/(3))=A ln cot(x)/(3)+B cot^(2)(x)/(3)+c

cot^(-1)x^(3)

(cos2x-1)cot^(2)x=-3sin x

int_( then )^( If )sqrt(3cot^(2)x+4)dx=A ln sqrt(3)cot x+sqrt(4+3cot^(2)x)|-sin^(-1)((cos x)/(B))+C

lim_(xrarrpi//4)(1-cot ^3x)/(2-cot x-cot ^3x) , is

Find the sum of the series cot 2x. Cot 3x +cot 3x . Cot 4x+…..+cot (n+1)x cot (n+2)x

Evaluate : lim_(x->pi/4)(1-cot^3x)/(2-cotx-cot^3x)

Evaluate : ("lim")_(xvecpi/4)(1-cot^3x)/(2-cotx-cot^3x)