Question

NEED ANSWER ASAP PLEASE

4. Which statement below is true about linear functions?
(1) Linear functions grow by equal factors over equal intervals
(2) Linear functions grow by equal differences over equal intervals
(3) Linear functions grown by equal differences over unequal intervals
(4) Linear functions grow by unequal factors over equal intervals

Answer 1

2. Linear functions grow by equal differences over equal intervals.

Explanation:

This is true because a linear function is shown on a graph as a straight line. No matter where one takes the slop on a straight line, it will always remain the same, meaning that a linear function grows by equal differences over equal intervals because, as a linear function, it grows at a constant rate. That is unlike a geometric function, which does the opposite.

Answer 2

(1) linear functions grow by equal factors over equal intervals

I think this is right, I may be wrong

Explanation:

Hope this helps :)