Answer
See the images below.
Work Step by Step
$(a)$ Symmetry about $x$-axis is to change a point $A(x, y)$ to $A'(x, -y)$. See the image (a) above.
In this case reflect each of the inflection points and then connect them to form a graph.
$(b)$ Symmetry about $y$-axis is to change a point $A(x, y)$ to $A'(-x, y)$. See the image (b) above.
In this case reflect each of the inflection points and then connect them to form a graph.
$(c)$ Symmetry about origin is to change a point $A(x, y)$ to $A'(-x, -y)$. See the image (c) above.
In this case reflect each of the inflection points and then connect them to form a graph.