i have trouble with tangent graphs. i wasnt able to answer this correctly. can someone explain to me how to do these. answer choices are in the image.MUST BE DONE WITHOUT A CALCULATOR there is only one right answer Give an equation of the form f(æ) = A tan(Bx – C) + D which could be used to represent the given graph. (Note that C or D may be zero.)It2442-2-3a) o f(x) = -2 tan(x) + 1b) O f(x) = -2 tan(2x – T) – 1c) O f(x) = -2 tan(2x – T) +1d) O f(x) = -2 tan(2x)e) O f(x) = -2 tan(2x – 7)f) O None of the above.

Here by using graph we find the correct function.

Give an equation of the form f(x) = A tan(Bx – C) + D which could be used to represent the given graph. (Note that C or D may be zero.) It It 4 -2 -3 a) O f(x)= -2 tan(x) +1 b) O f(x) = -2 tan(2x – 1) – 1 c) O f(x) = -2 tan(2x – T) +1 d) O f(x) = -2 tan(2x) e) O f(x) = -2 tan(2x – T) f) O None of the above.

Give an equation of the form f(x) = A tan(Bx – C) + D which could be used to represent the given graph. (Note that C or D may be zero.) It It 4 -2 -3 a) O f(x)= -2 tan(x) +1 b) O f(x) = -2 tan(2x – 1) – 1 c) O f(x) = -2 tan(2x – T) +1 d) O f(x) = -2 tan(2x) e) O f(x) = -2 tan(2x – T) f) O None of the above.

Trigonometry (11th Edition)

11th Edition

ISBN:9780134217437

Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels

Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels

Chapter1: Trigonometric Functions

Section: Chapter Questions

Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.

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Question

i have trouble with tangent graphs. i wasnt able to answer this correctly. can someone explain to me how to do these. answer choices are in the image.

MUST BE DONE WITHOUT A CALCULATOR there is only one right answer

Give an equation of the form f(æ) = A tan(Bx – C) + D which could be used to represent the given graph. (Note that C or D may be zero.)
It
2
4
4
2
-2
-3
a) o f(x) = -2 tan(x) + 1
b) O f(x) = -2 tan(2x – T) – 1
c) O f(x) = -2 tan(2x – T) +1
d) O f(x) = -2 tan(2x)
e) O f(x) = -2 tan(2x – 7)
f) O None of the above.

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