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Question
Does the table below describe a linear or exponential function?
HINT: Notice the difference between "equal factors" and "equal differences" in the answers below.
(1 point)
Responses
The x-values are equally spaced, and the y-values change by equal factors, so the function is linear.
The x-values are equally spaced, and the y-values change by equal factors, so the function is linear.
The x-values are equally spaced, and the y-values change by equal factors, so the function is exponential.
The x-values are equally spaced, and the y-values change by equal factors, so the function is exponential.
The x-values are equally spaced, and the y-values change by equal differences, so the function is exponential.
The x-values are equally spaced, and the y-values change by equal differences, so the function is exponential.
The x-values are equally spaced, and the y-values change by equal differences, so the function is linear.
The x-values are equally spaced, and the y-values change by equal differences, so the function is linear.
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