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The polynomial f(x) has zeros at x=6−3i, 6+3i, and −1.

Which graph could be the graph of f(x)?

The polynomial f(x) has zeros at x=6−3i, 6+3i, and −1. Which graph could be the graph-example-1
The polynomial f(x) has zeros at x=6−3i, 6+3i, and −1. Which graph could be the graph-example-1
The polynomial f(x) has zeros at x=6−3i, 6+3i, and −1. Which graph could be the graph-example-2
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User LarAng
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1 Answer

3 votes

Answer:

It is the second graph.

Explanation:

One zero is x = -1 so the graph will be curved (as it has degree 3) and will pass through the x axis at x = -1 and only at -1 because the other 2 zeroes are complex numbers.

answered
User Tuxcanfly
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