`5sin^2x+sqrt3 sinxcosx+ 6cos^2x=5` if

5sin^(2)x+sqrt(3)sin x cos x+6cos^(2)x=5 if

5sin^(2)x+sqrt(3)sin x cos x+6cos^(2)x=5 if (A)tan x=-(1)/(sqrt(3))(C)x=n pi+(pi)/(2),n in I(B)sin x=0(D)x=n pi+(pi)/(6),n in I

General solution of sin^(2) x-5 sin x cos x -6 cos^(2)x=0 is

General solution of sin^(2) x-5 sin x cos x -6 cos^(2)x=0 is

General solution of sin^(2) x-5 sin x cos x -6 cos^(2)x=0 is

Solve : sin^2x-5sinxcosx-6cos^2x=0

Evaluate: int \ (sin^2x cos^2x)/(sin^5x+cos^3x sin^2x + sin^3x cos^2x + cos^5x)^2 \ dx

int \ (sin^2x cos^2x)/(sin^5x+cos^3x sin^2x + sin^3x cos^2x + cos^5x)^2 \ dx

Evaluate: int \ (sin^2x cos^2x)/(sin^5x+cos^3x sin^2x + sin^3x cos^2x + cos^5x)^2 \ dx