What is the horizontal translation for the function y=?9μ29T22п9to the rightto the leftto the rightto the left4 sin(4.5x T) + 3

Answered: Image /qna-images/answer/05f68428-7878-4a7b-83a1-a0bf6e121430.jpg

Answered: What is the horizontal translation for…

What is the horizontal translation for the function y = 4 sin(4.5x T) + 3 ? 9μ 2 9T 2π 9 to the right to the left to the right to the left -

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°.

Similar questions

Compare the phase shift and amplitude of y=-cos(x-180∘) and y=-2sin(x-90∘). Which of the following choices is the correct comparison? a The cosine function has a phase shift that is 12 that of the sine function and in the same direction; the amplitude of the cosine function is 2 times that of the sine function. b The cosine function has a phase shift that is 12 that of the sine function and in the opposite direction; the amplitude of the cosine function is 12 that of the sine function. c The cosine function has a phase shift that is 2 times larger than the phase shift of the sine function and in the same direction; the amplitude of the cosine function is 12 that of the sine function. d The cosine function has a phase shift that is 2 times larger than that of the sine function and in the opposite direction; the amplitude of the cosine function is 2 times that of the sine function.
19. Find the amplitude of each trig function below:19a. 2 sin(3x), 19b. 3 cos(5x), 19c. −7 cos(4x)
Graph the translation y = 1/2 cos 2(x - pi/4) +1
Evaluate: cos³x X. dx Vsinx I =
Given the function, y = 7 + 5 sin(2x), find the following: (use pi for 7) Midline: Frequency: Amplitude: period:
help me
State the transformations in the correct order that y = sin e undergoes to become the graph of y = -4 sin(0 + 90) + 11 3.