Prove that the following equation is an identity. tan x CSC X cot x CSC X CSC X cot X Choose the correct answer below. O A. O B. O C. O D. cot x CSC X cot x CSC X cot x CSC X cot x CSC X CSC X cot x CSC X cot x CSC X cot x CSC X cot x 2 cotx- cSC csc x cot x 2 csc x-cot x 2 csc x cot x csc 2 X 2 2 x-cot x csc x cot x 2 2 cot X- CSC X csc x cot x 1 CSC x cotx - 1 csc x cotx 1 CSCX cotx - 1 csc x cotx tan x CSC X tan x CSC X tan x CSC X tan x CSC X

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Q: Verify that the equation is an identity. Show that cotx csc.x :– tanx sinx

A: Given :

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Q: cot0-tan0 csc0 - sec0 sin0 + cose

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Q: Determine if the following procedure to verify an identity is correct and explain why or why not.…

A: Given:           csc θcot θ = cot θcsc θ + 1

Q: Find the exact value of each expression given in attachment.

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Q: Verify the identity.

A: To prove, tan3ϕ-cot3ϕtan2ϕ+cosec2ϕ=tanϕ-cotϕ

Q: Verify that the equation is an identity. 1+ cos0 Show that (csce + cot0)² = - 1– cos0

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