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WHICH OF THE FOLLOWING DESCRIBES THE FUNCTION -X^4+1?

WHICH OF THE FOLLOWING DESCRIBES THE FUNCTION -X^4+1?-example-1

1 Answer

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Answer:

B

Explanation:

The function -x^4 + 1 is a polynomial graph. As such it has specific characteristics or behavior you can expect to see:

  • It's leading coefficient is -1. This means the graph changes direction. Both ends of this graph face down into negative infinity.
  • Its degree is 4 meaning it is an even graph. This means both ends end the same way and NOT opposite directions.

In conclusion, this graphs has ends which end the same direction and both face down.

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