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Select all points where relative minimum values occur on this graph of a polynomial function.
Point \(A\)
Point \(B\)
Point \(C\)
Point \(D\)
Point \(E\)
Point \(F\)
Point \(G\)
Point \(H\)
Add one term to the polynomial expression \(14x^{19}-9x^{15}+11x^4+5x^2+3\) to make it into a 22nd-degree polynomial.
Here is a graph that represents \(y = x^2\).
On the same coordinate plane, sketch and label the graph that represents each equation:
A curve in an x y plane, origin O. Horizontal axis, scale negative 8 to 8, by 2’s. Vertical axis, scale negative 12 to 12, by 2’s. A curve, labeled y equals x squared, passes through the points negative 2 comma 4, 0 comma 0, and 2 comma 4.