Question

The average rate of change for an exponential function grows by equal [blank1] per unit interval.

Answer 1

Answer: The average rate of change for an exponential function grows by equal factor per unit interval.

Step-by-step explanation:

The general exponential equation for growth is given by:-

$y=Ab^x$, where

A= initial value

b= Multiplicative growth rate

x = time period

For each value of x, the value of y increases by an equal value of multiplicative factor ( b).

For example: at x=0 , $y=A$

at x=1, $y=Ab$

at x= 2, $y=Ab^2$

Hence, the average rate of change for an exponential function grows by equal factor per unit interval.