Let f(x) dx = C1; find ave. value of f(x) on x=0 to x=4 for

[Los]

Let f(x) dx = C1,

find the average value of f(x) on the interval x=0 to x=4. How do you solve this when f(x) = c?

 

[mmm4444bot]

Re: Find the average value of f(x)

Let f(x) dx = C[sub:1rv0jaka]1[/sub:1rv0jaka],

Does this mean f'(x) = C[sub:1rv0jaka]1[/sub:1rv0jaka]?

find the average value of f(x) on the interval x=0 to x=4. How do you solve this when f(x) = c?

Does the symbol c represent a constant? If so, then the average is clear.

Are C[sub:1rv0jaka]1[/sub:1rv0jaka] and c different?

I do not understand this exercise, but if f'(x) = C[sub:1rv0jaka]1[/sub:1rv0jaka], then f(x) = C[sub:1rv0jaka]1[/sub:1rv0jaka]x + c, where c is an arbitrary constant.

 

[jlynnwms]

Re: Find average value of f(x).....

f(x)=-2(squared)+x+2