Which one of the following equations could possibly have the graph given below?
\(y = (3-x)^2(3+x)^2(1-x)\);
\(y = -x^2(x-9)(x^2-3)\);
\(y = (x-6)(x-2)^2(x+2)^2\);
\(y = (x^2-1)^2(3-x)\).
![Graph that tends to minus infinity as x tends to infinity, and tends to infinity as x tends to minus infinity. It touches the x axis twice, once for a positive x value and once for a negative one, and finally crosses the x axis from above to below for an x value larger than these values. Its value at 0 is positive.](/polynomials/r8160/images/graph.png)
Which one of the following equations could possibly have the graph given below?
\(y = (3-x)^2(3+x)^2(1-x)\);
\(y = -x^2(x-9)(x^2-3)\);
\(y = (x-6)(x-2)^2(x+2)^2\);
\(y = (x^2-1)^2(3-x)\).