APPLICATIONS OF FUNCTION ANALYSIS PROBLEM SETS
PROBLEM SET \( \# t \) - Connecting Graphs of \( f, f, \& f^{\prime} \)
\( { }^{* *} \) Calculators Not Allowed***
The graph below is the derivative of a function, f, whose domain is the set of all real numbers and is continuous everywhere. Use the graph to answer the questions.
1. Determine the intervals where \( f \) is increasing.
2. Determine the intervals where \( f \) is decreasing.
3. Determine the x values for the relative extrema for f .
4. Determine the intervals where \( f \) is concave up.
5. Determine the intervals where \( f \) is concave down.
6. Dotermitie the \( x \)-valuos of the point(s) of inllection.