Question

Simplify the expression: cos x cot x + sin x

Answer 1

csc x or b on edg.

Explanation:

Answer 2

cosec x

Explanation:

`\cos x \cot x + \sin x \\ = \cos x * ( \cos x )/( \sin x ) + \sin x \\ = ( \cos ^(2) x + \sin ^(2) x)/( \sin x ) \\ = (1)/( \sin x ) \\ = cosec x \\ \purple { \boxed{ \bold{ \therefore \cos x \cot x + \sin x = \cosec x }}}`