Executive Solution Overview
**Let's have fun with graphs!** If possible, sketch a graph of a polynomial that satisfies the following conditions for each of the three problems below. Let " _a"_ be the leading coefficient. If the graph is not possible, say "not possible" and carefully explain why. You must upload a file with you…
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**Let's have fun with graphs!** If possible, sketch a graph of a polynomial that satisfies the following conditions for each of the three problems below. Let " _a"_ be the leading coefficient. If the graph is not possible, say "not possible" and carefully explain why. You must upload a file with your answers. [If your file is too large, you may need to compress it. There are free online tools for this.]
**Problem #1)** Degree 4 with four real zeros and a<0.
**Problem #2)** Degree 3 and an odd function with no x-intercepts.
**Problem #3)** Degree 4 and an even function with four turning points.
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