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A polynomial function has zeros at -4 (multiplicity 3), -1(multiplicity 8), and 2(multiplicity 1). Which graph could represent this function?

A polynomial function has zeros at -4 (multiplicity 3), -1(multiplicity 8), and 2(multiplicity-example-1
User AlexZeDim
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1 Answer

5 votes
5 votes

Given:A polynomial function has zeros at -4 (multiplicity 3), -1(multiplicity 8), and 2(multiplicity 1).

Find: the suitable graph according to given statement

Step-by-step explanation: if the polynomial function has zeroes at -4 , -1 and 2 .

that means it that the graph cuts at -4,-1 and 2 on x -axis .

and this condition only follows in first graph .

A polynomial function has zeros at -4 (multiplicity 3), -1(multiplicity 8), and 2(multiplicity-example-1
User DanArl
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