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(Solved): Simplify each expression. sin(x)cos(x)sin(x)cos(x)=sec(x)sec(x)=cos(x)si ...

$Simplify each expression. \[ \begin{array}{l} \frac{\cos (-x)}{\sin (-x)}-\frac{\cos (-x)}{\sin (x)}= \\ \sec (-x)-\sec (x)=$

Simplify each expression.

\frac{c o s ( ? x )}{s i n ( ? x )} ? \frac{c o s ( ? x )}{s i n ( x )} = sec (? x) ? sec (x) = \frac{s i n ( x )}{c o s ( ? x )} + \frac{s i n ( ? x )}{c o s ( x )} =

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We have to simplify the expression.

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