SOLUTION: Prove that √cosec𝜃−1 cosec𝜃+1 = cot𝜃sin𝜃 (1+sin𝜃) .

Question 1163485: Prove that √cosec𝜃−1 cosec𝜃+1
=
cot𝜃sin𝜃 (1+sin𝜃)
.
Answer by solver91311(24713) (Show Source): You can put this solution on YOUR website!

The function notation for cosecant is csc, not cosec.

Do you mean

or something else entirely? Use parentheses so that it is clear what you mean. Do not write to me to tell me what you mean, repost your question.

John

My calculator said it, I believe it, that settles it

RELATED QUESTIONS
PROVE THAT: sinx.cosx=-1 (answered by Edwin McCravy,Alan3354)

prove that... (answered by ikleyn)

Prove that... (answered by Edwin McCravy)

prove that... (answered by robertb)

Prove that (1/∞) =... (answered by HEY654321)

prove that... (answered by math_helper)

Prove... (answered by Alan3354)

prove that Cr + Cr+1=Cr+1 (answered by ikleyn)

prove that 1/logxy basex+1/logxy basey=1 (answered by robertb)

Prove that: (1 - cosq)/(1 + cosq) = 2cotq(cotq - cosecq) +... (answered by mananth)