Write $ \frac{sec ~x - \cos ~x}{\tan~ x}$in terms of $\sin x$ and $\cos x$then simplify
A) $1$
B) $\sin ^ { 2 } x$
C) $\sin x$
D) $\cos x$
E) $- \cos ^ { 2 } x$

Name: Write $ \frac{sec ~x - \cos ~x}{\tan~ x}$in terms of $\sin x$ and $\cos x$then simplify A) $1$ B) $\sin ^ { 2 } x$ C) $\sin x$ D) $\cos x$ E) $- \cos ^ { 2 } x$
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The Answer of Write $ \frac{sec ~x - \cos ~x}{\tan~ x}$in terms of $\sin x$ and $\cos x$then simplify
A) $1$
B) $\sin ^ { 2 } x$
C) $\sin x$
D) $\cos x$
E) $- \cos ^ { 2 } x$

Write sec x−cos⁡ xtan⁡ x \frac{sec ~x - \cos ~x}{\tan~ x}tan xsec x−cos x​ In Terms Of sin⁡x\sin xsinx

Write $\frac{sec ~x - \cos ~x}{\tan~ x}$ In Terms Of $\sin x$