F (x) = -3x^4+7x^2-x+5 end behavior of the graph

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Konnor

Mathematics

17 November, 13:21

F (x) = -3x^4+7x^2-x+5 end behavior of the graph

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Weaver · Answer 1

The end behavior on both sides of this graph is down towards negative infinity.

In order to find this, we look for the term with the highest power. If that power is even, the two ends do the same thing.

Then we look to the coefficient of that first term. If the coefficient is negative, then the end behavior is always down.