Problems from "Using the First Derivative to Analyze Functions"
Problem 5.1:
f (x) = x3 -4x2 - 4. Show where
f (x) is increasing and where it is decreasing.
[Solution]
Problem 5.2:
f (x) = sin(x). Where is
f increasing and decreasing on the interval
[0, 2π]?
[Solution]
Problem 5.3:
Classify the critical points of
f (x) = x3 -3x2 - 9x.
[Solution]
Problem 5.4:
Below is the graph of the derivative of a function
f. Find regions where
f is
increasing and decreasing, and classify the critical points.
[Solution]
[Solution]
