# calc questions .pdf

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1. Consider the function
f(O.1) and f(—0.1).

f

= :rcos(a3). Use a linear approximation to estimate

2. The following is the graph of a function f’(:1:)
5.

y = f'(rB)

-1'.s

critical points of the function f
(b) What are the locations of the local minimum points of f
at which a:~values do the local mimimums of f
occur?

(a) What

are the

(c) What are the locations of the local maximum points of f
at Which x-values do the local maximums of f
occur?
(cl) Where is
(e) Where is

f
f

(In other Words,
(In other words,

concave up?
concave

down?

(f) Sketch a graph of f
3. Consider the function

f

=

f satisfies the conditions for the Mean Value Theorem using
the interval [1,3].
(b) Find a c which satisfies the conclusion for the Mean Value Theorem for f
on the interval [1,3].
(a) Argue that

4. Use the closed interval method to find the maximum and minimum values of the
= 2:1:\/9 —\$2 on the interval [1,3].
function f
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