Thread:HMcCoy/@comment-25501845-20151025131611/@comment-25501845-20151026012216

Hmm. I will try that way Thanks!

Here is what I have done So far : Cosecθ - Cotθ =   √2 Cotθ (Cosecθ - Cotθ)( Cosecθ  + Cotθ ) =   (√2 Cotθ) ( Cosecθ  + Cotθ ) Cosec^2θ - Cot^2 θ = (√2 Cotθ) ( Cosecθ + Cotθ ) {(a+b) (a-b) = a^2 - b^2} 1 = (√2 Cotθ) ( Cosecθ + Cotθ )                       ( Cosec^2θ - Cot^2 θ = 1) So, Cosecθ + Cot θ = 1/  (√2 Cotθ)

This is where I am Confused! Can   1/  (√2 Cotθ) be equal to  √2Cosec θ?

Iam Pretty Sure that its   √2Tan θ

SO, the Statement is False? Maybe I will try doing it in the way you suggested HM, I think that will succeed :1