Use the graph to complete the identity.
-$\frac { ( \sec x + \tan x ) ( \sec x - \tan x ) } { \sec x } =$ ?

A) $\cos x$
B) $\sin x$
C) $\csc x$
D) $\sec x$

Name: Use the graph to complete the identity. -$\frac { ( \sec x + \tan x ) ( \sec x - \tan x ) } { \sec x } =$ ? A) $\cos x$ B) $\sin x$ C) $\csc x$ D) $\sec x$
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Question

Use the graph to complete the identity.
-$\frac { ( \sec x + \tan x ) ( \sec x - \tan x ) } { \sec x } =$ ?

A) $\cos x$ 
B) $\sin x$ 
C) $\csc x$ 
D) $\sec x$

Quizplus · Accepted Answer

The Answer of Use the graph to complete the identity.
-$\frac { ( \sec x + \tan x ) ( \sec x - \tan x ) } { \sec x } =$ ?

A) $\cos x$ 
B) $\sin x$ 
C) $\csc x$ 
D) $\sec x$

Use the Graph to Complete the Identity (sec⁡x+tan⁡x)(sec⁡x−tan⁡x)sec⁡x=\frac { ( \sec x + \tan x ) ( \sec x - \tan x ) } { \sec x } =secx(secx+tanx)(secx−tanx)​=

Use the Graph to Complete the Identity $\frac { ( \sec x + \tan x ) ( \sec x - \tan x ) } { \sec x } =$