Question

is the function t(x) even, odd, or neither?
even
odd
neither

Explanation:

An even function is symmetric about the y-axis, meaning its graph mirrors over the vertical y-axis. An odd function is symmetric about the origin, meaning rotating the graph 180° around the origin maps it to itself. The given graph of $t(x)$ does not show symmetry about the y-axis, nor does it have origin symmetry.

Answer:

neither