Question

How do you determine whether the graph of `absy=x^3` is symmetric with respect to the x, y axis?

Answer 1

x-axis only. See graph.

Explanation:

`|y|=x^3 to x >=0` and, since | `+-` y| `=|y|=x^3`,

(x, y) is a point on the graph `to (x, -y)` is also on the graph.#.

So, there is symmetry about x-axis.

graph{|y|-x^3=0 [-10, 10, -5, 5]}