Prove that: `(cos4x+cos3x+cos2x)/(sin4x+sin3x+sin2x)=cot3x`

Similar Questions

Explore conceptually related problems

prove that (cos 4x +cos 3x+cos2x)/(sin4x+sin3x+sin2x)=cot3x

(cos 4x+cos3x+cos2x)/(sin 4x+sin3x+sin2x)=cot3x

Prove that (cos3x+cos7x-cos2x)/(sin 7x-sin3x-sin2x)=cot2x

Prove the following: (cos4x + cos3x + cos2x)/(sin4x + sin 3x + sin 2x)= cot 3x

Prove that (cos(4x)+cos(3x)+cos(2x))/(sin(4x)+sin(3x)+sin(2x))=cot(3x)

prove the following (cos4x+cos3x+cos2x)/(sin4x+sin3x+sin2x)=cot3x

Prove that (cos 4 x+cos 3 x+cos 2 x)/(sin 4 x+sin 3 x+sin 2 x)=cot 3 x .

Prove that (cos5x + cos3x)/(sin5x + sin3x) = cot4x

Prove that (cos 4 x + cos 3 x + cos 2x)/(sin 2x + sin 3 x + sin 4 x ) = cot 2 x .