Answer:
cot(x) sin(x) = cos(x)
OK so what you are gonna do is first manipulate the left side of the equation
cot(x) sin(x)
So, you are gonna express with sin, cos
cos(x)/ sin(x) sin(x)
Then you will simplify cos(x)/ sin(x) sin(x) and get:
= cos (x)
So the equation cot(x) sin(x) = cos(x) is TRUE
(I hope this helps you! If it does please consider giving me the brainliest! It would really help me out and I would really appreciate it)
