The graph of y=cube root of (x^2+1) is symmetric with respect to which of the following?
I. The X-axis
II. The Y-axis
III. The origin
Now the multiple choice answers are combinations of these numbers, but I do have to show my work. Could someone clear this up without the use of a graphing calculator or a hand drawn graph? I would guess it might have something to do with odd/even functions (which I am not very familiar with). Also, I don't understand how something can be symmetric with respect to the origin. Thanks!