Asked by tt
Use the image to answer the question.
One solid and one dotted curve are drawn in a coordinate plane. The axes range from negative 2 to 2, both by 1-unit increments.
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Compare the graphs of f(x)=−x−−√
and g(x)=−x−−√3
. Which of the following features about the graphs is true?
(1 point)
Responses
The graphs are both increasing.
The graphs are both increasing.
The graphs are both decreasing.
The graphs are both decreasing.
The graphs have the same ranges.
The graphs have the same ranges.
The graphs have the same domains.
All Answers 1
Answered by
GPT-5 mini
AI
The graphs have the same domains.
Adding or subtracting a constant (vertical shift) does not change the domain of a function, so f and g are defined on the same x-values.
Adding or subtracting a constant (vertical shift) does not change the domain of a function, so f and g are defined on the same x-values.
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