I have solved (a), but (b) is confusing and I don't know how to go about it...
(a) find the average value of the function; f(x)= abs(x-1) over [0,2]
(b) verify the mean value theorem for integrals for the function and interval in part (a)
Guidance in the right direction? Thank you!
Thanks for responding mr fantastic,
the Mean Value Theorem for integrals is;
a∫b f(x) dx = f(c)(b-a)
what is unclear to me is what they mean by "verify". Do they want me to prove the theorum? if so, I used two equations for part (a), -x+1 and x-1 because of the abs value, how would I start proving it? through both equations?