Find `sin` `x/2` `,cos` `x/2` and `t a n` `x/2` of the following : `s in" "x" "=1/4,` x in quadrant II.

Find sin(x)/(2),cos(x)/(2) and tan(x)/(2) of the following :sinquad x=(1)/(4), x in quadrant II.

Find sin x/2 ,cos x/2 and tan x/2 of the following : cotx=-1/3 , x in quadrant III

Find sin x/2 ,cos x/2 and tan x/2 of the following : tanx=-4/3,""x in quadrant II

Find sin((x)/(2)),cos((x)/(2)) and tan((x)/(2)) in each of the following if cos x=-(1)/(3)

Find the values of sin(x/2),cos(x/2) and tan(x/2)" if "tan x=(5)/(12) and x lies in the third quadrant.

If sin x+2cos x=2, then the value of sin x is assuming x lies in the first quadrant.

Integrate the following w.r.t.x. (sin 2x)/(a sin^(2)x+b cos^(2)x)

Find sin 2x + cos 4x if tan 2x. Tan 4x = 1

Evaluate the following integrals. int sin x cos x (sin 2x + cos 2x) dx

Find the value of x in each of the following: 2sin3x=sqrt(3)( ii) 2(sin x)/(2)=1 (iii) sqrt(3)sin x=cos x