Are you familiar with this proposition:
If a function is continuous in and differentiable in then their exists an element wherefore:
You've given a,b so you can integrate the function and calculate c.
Find the value of c guaranteed by the mean value theorem for integrals for the function over the indicated interval
f(x)= x-2 square root(x) [0,2]
I am not really sure how to do this as my textbook does not really provide an example. Can anyone show me how to solve it?