SOLUTION: how to prove cscx-sinx=cosx cotx

Question 256004: how to prove cscx-sinx=cosx cotx
Answer by drk(1908) (Show Source): You can put this solution on YOUR website!
cscx-sinx=cosx cotx
we will turn the left into the right
turn everything into sin and cos to get
1/sinx - sinx
get common denominator as
1-sin^2(x)/sinx)
use identity to get
cos^2(x) / sin(x)
separate to get
cos(x)cot(x)
RELATED QUESTIONS
How do I prove that {{{(1-cosx)/sinx = +-... (answered by Alan3354)

Prove.... (answered by Boreal)

How do you prove... (answered by mananth)

Prove the identity: {{{-Cotx + Sinx/(1-Cosx) =Cscx}}} (answered by AnlytcPhil)

Prove the identity: 1+cosx/sinx = cscx +... (answered by greenestamps)

Prove the identity:... (answered by Alan3354)

Please show me how to prove: (cscx-1)(1+cscx)=(cscx cosx)/(secx... (answered by addingup,MathTherapy)

Prove Identities: cscx + cotx/tanx + sinx = cotx... (answered by Alan3354)

Prove that (cosx+1)/(cscx+cotx)=sinx I can't seem to figure out this proof. Please... (answered by richard1234)