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Find a formula for the fourth degree polynomial p(x) whose graph is symmetric about the y-axis, and which has a y-intercept of 3, and global maxima at (5,1878) and (−5,1878)
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Mmmmm ok let's see what we can get from this information.....
It's an even polynomial function, so it's a parabola shape (maybe with some turns in the middle), It has `global maxima`, which means it's opening downward towards negative infinity. It has symmetry about the y-axis, so our y-intercept is going to be a critical point.
|dw:1414549619731:dw|So it might look something like this, yah?
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