Name__________________________________
Period_____
Calculus
Review 5.1-5.3
MEAN VALUE THEOREM: Suppose y  f  x  is continuous on [a , b] and differentiable on (a , b). Then
there is at least one point c in (a , b) at which
1)
2)
3)
f (b)  f (a)
 f c .
ba
4)
5)
6)
8.
9. Given f (0) = 3 and 2  f ‘(x)  5 for all x. What would the minimum and maximum values be for f (4)?
1992-BC 4