Graphs of $ f $ and $ t $ are shown. Decide whether each function is even, odd, or neither. Explain your reasoning.
$g$ is even, $f$ is neither
Let's take a look at the graph of F notice that it does not have y axis symmetry and it does not have origin symmetry. So it's not even, and it's not odd, so it's neither. Let's take a look at the graph of G notice that it has y axis symmetry, so it's even.