Single Variable Calculus, Chapter 1, Review Exercises, Section Review Exercises, Problem 1

The graph of the function $f$ is given below









a. Find the value of $f(2)$

The value where $f(2)$ is approximately 2.7

b. Find the values of $x$ such that $f(x)=3$.

The values of $x$ where $f(x)=3$ are $x=2.3$ and $x=5.5$

c. Find the domain of $f$

The domain of $f$ is $[-6,6]$

d. Find the range of $f$

The range of $f$ is $[-4,4]$

e. Find the interval where $f$ increasing?

The function is increasing at interval $[-4,4]$

f. State and explain whether the given function is odd, even, or neither even nor odd.

The function is an Odd function because it is symmetric about the origin.