Complete the identity.
-$\frac { \cos x - \sin x } { \cos x } + \frac { \sin x - \cos x } { \sin x } = ?$
A) $2 - \sec x \csc x$
B) $1 - \sec x \csc x$
C) $2 + \sec x \csc x$
D) $\sec x \csc x$

Question

Quizplus · Accepted Answer

The expression simplifies to $2 - \sec x \csc x$ by combining the fractions and simplifying using trigonometric identities.

Complete the Identity cos⁡x−sin⁡xcos⁡x+sin⁡x−cos⁡xsin⁡x=?\frac { \cos x - \sin x } { \cos x } + \frac { \sin x - \cos x } { \sin x } = ?cosxcosx−sinx​+sinxsinx−cosx​=?

Complete the Identity $\frac { \cos x - \sin x } { \cos x } + \frac { \sin x - \cos x } { \sin x } = ?$