Given $$\cot \theta + \tan \theta + 1$$ Determine the Right Side of the Identity Equation

Given: $$\cot \theta + \tan \theta + 1$$ . Determine the right side of the identity equation.

A) $$\frac { \tan \theta } { 1 - \tan \theta } + \frac { \cot \theta } { 1 - \cot \theta }$$
B) $$\frac { \cot \theta } { 1 - \tan \theta } + \frac { \tan \theta } { 1 - \cot \theta }$$
C) $$\frac { \tan \theta } { 1 + \tan \theta } + \frac { \cot \theta } { 1 + \cos \theta }$$
D) $$\frac { \cot \theta } { 1 + \tan \theta } + \frac { \tan \theta } { 1 + \cot \theta }$$
E) $$\frac { \cos \theta } { 1 - \tan \theta } + \frac { \cos \theta } { 1 - \cot \theta }$$

Correct Answer:

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