Question

What is the average rate of change from x = 0 to x = 4?

Answer 1

this is the graph

Answer 2

So, to find the rate of change... look at the difference in slope at those two points.

Answer 3

\(\bf \cfrac{f({\color{brown}{ 4}})-f({\color{brown}{ 0}})}{{\color{brown}{ 4 }}-{\color{brown}{ 0}}}\impliedby slope = \cfrac{rise}{run}\impliedby \textit{average rate of change}\)

Answer 4

and you can get f(4) and f(0) off the graph

Answer 5

i don't understand what you are talking about i have done these kinda problems before but the way you have it set up makes no since

Answer 6

sense*

Answer 7

and judging from what you told me i guess the answer is 4

Answer 8

well.... the average rate of change, is exactly what a slope is

so, you're really asked to find the slope between those 2 points from the graph

from the point that x = 0, and y = whatever
to the point x = 4, and y = whatever

Answer 9

is the answer 4 ?

Answer 10

well... what did you get for f(4) and f(0)?

Answer 11

I don't know I don't even understand the problem Im just taking an educated guess here.