Question: 2-Find values for a, b. c, and at such that the cubic polynomial P(x) = (13:3 + bx2 + cx + d is decreasing everywhere.


2-Find values for a, b. c, and at such that the cubic polynomial P(x) = (13:3 + bx2 + cx + d is decreasing everywhere. Do not choose zero for any of a, b, or c. Then give an analytical proof that the function you have chosen is always decreasing. (You may play around with variables on Desmos to get the function, but your proof should not rely on the graph.)
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