Simplify the trigonometric expression by following the indicated direction.
-Multiply and simplify: $$\frac { ( \tan \theta + 1 ) ( \tan \theta + 1 ) - \sec ^ { 2 } \theta } { \tan \theta }$$

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The Answer of Simplify the trigonometric expression by following the indicated direction.
-Multiply and simplify: $$\frac { ( \tan \theta + 1 ) ( \tan \theta + 1 ) - \sec ^ { 2 } \theta } { \tan \theta }$$

Simplify the Trigonometric Expression by Following the Indicated Direction (tan⁡θ+1)(tan⁡θ+1)−sec⁡2θtan⁡θ\frac { ( \tan \theta + 1 ) ( \tan \theta + 1 ) - \sec ^ { 2 } \theta } { \tan \theta }tanθ(tanθ+1)(tanθ+1)−sec2θ​

Simplify the Trigonometric Expression by Following the Indicated Direction $\frac { ( \tan \theta + 1 ) ( \tan \theta + 1 ) - \sec ^ { 2 } \theta } { \tan \theta }$