Consider the graphs of j(x) = = 7 sin (6x-4) +11 and k(x) = 7 sin(6x-4)-11. Which feature of the graph of k(x) is different from the graph of j(x)? O the amplitude O the frequency O the phase shift O the

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asked Aug 24, 2023 81.9k views

2 votes

Consider the

graphs of j(x) = = 7 sin (6x-4) +11 and k(x) = 7 sin(6x-4)-11.
Which feature of the graph of k(x) is different from the graph of j(x)?
O the amplitude
O the frequency
O the phase shift
O the vertical shift

Mathematics
college

Oriberu asked

by Oriberu

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Answer:

the correct answer is the frequency

Usama Abdul Razzaq answered Aug 24, 2023

by Usama Abdul Razzaq

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1 vote

Answer: Option D Vertical Shift)

Explanation:

Consider the graphs of j(x) = = 7 sin (6x-4) +11 and k(x) = 7 sin(6x-4)-11. Which-example-1

FChm answered Aug 30, 2023

by FChm

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