Are you taking CLEP classes? Try clep.ai
| preferred AP College board partner for AP classes
easy Solved by 2 students

Horizontal Tangent of a Trigonometric Function

Mark
< Prev
Next >

Consider the function f(x)=asin⁡(x)+bcos⁡(x)f(x)= a\sin(x)+b\cos(x). If the graph of ff has a horizontal tangent at x=0x=0 and f(0)=2f(0)=2, which of the following is the equation for f(x)f(x)?

A

2∗sin⁡(x)2*\sin(x)

B

2∗cos⁡(x)+12*\cos(x)+1

C

2∗cos⁡(x)2*\cos(x)

D

3∗cos⁡(x)3*\cos(x)

Hint
Did You Know?
Explain Why
Explain All Answers
Check Answer
Show Correct Answer
Report Question

Question Leaderboard

Not enough data yet to show leaderboard.

AI Tutor

How can I help?

APFIVE © 2020.
Email: apfive@apfive.org|Privacy Policy|