Question

What is the end behavior of the graph of the polynomial function f(x)=-x^5+9x-4

Answer 1

C on Edge: As x--> -∞, y-->+∞ and as x-->+∞, y-->-∞

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Answer 2

Because it's an odd function, the "tails" go off in different directions. Also, because it's a negative function, the left starts from the upper left and the right goes down into negative infinity. If it was a positive, the tails would be going in the other directions, meaning that the left would come up from negative infinity and the right would go up into positive infinity.

Explanation: