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Explain why the polynomial 100x^2 + 150x + 49 is not a perfect square.

A. 150x ≠ 2(7x ∙ 10)
B. 100x ≠ 2(10x ∙ 7)
C. 150x ≠ 2(10x ∙ 7)
D. 100x ≠ 2(7x ∙ 10)

Respuesta :

MrEquation
Answer: The correct answer is Choice C.

For this polynomial to be a perfect square, it would need to be:
(10x + 7)^2

This will ensure that the first terms and the last terms will be 100x^ and 49. However, if you use foil to multiply the factors, you will not get 150x for the center term. Choice C also states that 150x will not be the middle term.

Answer:

the answer is C

Step-by-step explanation:

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