Trigonometry identities

Monokuro

New member
Joined
May 12, 2014
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2
How do I prove the following identities?
1. (cotx+tanx)²-2=tan²xcot²x
2. sec
θ-secθ=tanθ+tan²θ
3.
sec²θ +csc²θ=sec²θcsc²θ
Thanks
 

How do I prove the following identities?

1. (cotx + tanx)² - 2 = tan²x cot²x

2. sec
θ - secθ = tanθ + tan²θ

3.
sec²θ + csc²θ = sec²θ csc²θ



Hello. We prefer one exercise per thread. Additionally, will you please proofread your post. Equations 1 and 2 are not identities, as typed.

Equation 3 is an identity. Have you proven identities before? Have you learned any of the basic identities, yet? What have you done, so far, on Equation 3? Where are you stuck?

This is a tutoring website; please follow our forum guidelines. You can start with this link to the summary page.

If you're totally stuck, try rewriting the left-hand side in terms of sine and cosine. Show us how far you get.

Otherwise, we can provide links to lessons on-line, if you like.

Cheers :)
 
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