Period of `118. (sin 2x) - 143(cot 4x)` is

Period of 118.(sin2x)-143(cot4x) is

Period of sin(e^( tan x) + e^( cot x) ) is

Find the period of (5 sin x + 3 cos x)/(4 sin 2x + 5 cos x)

sin 2x (tan x + cot x) = ?

The period of sin^4 x is

the period of sin^(4)x is

The period of sin^4 x + cos^(4) x is

Period of cos "" (3x)/(5) + 2 sin"" (2x)/( 7) - 5 cot 14 x is

Find the period of (a) (|sin4x|+|cos 4x|)/(|sin 4x-cos 4x|+|sin 4x+cos 4x|) (b) f(x)="sin"(pi x)/(n!)-"cos"(pi x)/((n+1)!) (c ) f(x)=sin x +"tan"(x)/(2)+"sin"(x)/(2^(2))+"tan"(x)/(2^(3))+ ... +"sin"(x)/(2^(n-1))+"tan"(x)/(2^(n))