Question

ordan is trying to write a sentence to describe how linear functions and exponential functions grow. Which sentence is correct?(1 point)ResponsesOver equal intervals, linear functions grow by equal differences and exponential functions grow by equal factors.Over equal intervals, linear functions grow by equal differences and exponential functions grow by equal factors.Both linear functions and exponential functions are increasing.Both linear functions and exponential functions are increasing.Over equal intervals, linear functions grow by equal products and exponential functions grow by equal differences.Over equal intervals, linear functions grow by equal products and exponential functions grow by equal differences.Linear functions grow by equal factors over equal intervals, while exponential functions grow by equal differences over equal intervals.

Answer 1

Correct choice:
"Over equal intervals, linear functions grow by equal differences and exponential functions grow by equal factors."

Why: A linear function changes by a constant amount (difference) over equal x-intervals (e.g., f(x)=2x increases by 2 for each increase of 1 in x). An exponential function changes by a constant multiplier (factor) over equal x-intervals (e.g., g(x)=3^x is tripled when x increases by 1).