Question

help help
Prove the following:
$\sf\frac{ \tan( \theta) }{1 - \cot( \theta) } + \frac{ \cot( \theta) }{ 1 - \tan( \theta) } = \sec( \theta) \cdot \: \csc( \theta) + 1$
$\text{note: explanation is obvious}$​

Answer 1

Answer:

the pictures are attached

please see the explanation in the attached picture

Answer 2

Answer:

note:$\theta =y$

Your answer is in the attachment.

we have

siny(cosy-siny)

taking - common from this

-siny(-cosy+siny)

-sin y(siny-cosy)