(2x-1) (2x-1)= 4x-4x+1 (Simplify your answer.) a. What do all products of the square of a binomial have in common? CA All are a polynomial with four terms and the first and fourth terms are p OB. All...

Will the third term of square of a binomial always be positive.(2x-1)<br>(2x-1)= 4x-4x+1<br>(Simplify your answer.)<br>a. What do all products of the square of a binomial have in common?<br>CA All are a polynomial with four terms and the first and fourth terms are p<br>OB. All are a binomial and both terms are perfect squares.<br>C. All are a trinomial and the first and third terms are perfect squares.<br>D. Some are a trinomial and some are a binomial, and the first and last te<br>b. Will the third term of the square of a binomial always be positive? Explain.<br>O A. Yes, because the factors are the same, either two negatives or two pos<br>O B. No, because the third term can be positive or zero if like terms cancel.<br>Video<br>Textbook<br>Get more help-<br>Review pro<br>

Extracted text: (2x-1) (2x-1)= 4x-4x+1 (Simplify your answer.) a. What do all products of the square of a binomial have in common? CA All are a polynomial with four terms and the first and fourth terms are p OB. All are a binomial and both terms are perfect squares. C. All are a trinomial and the first and third terms are perfect squares. D. Some are a trinomial and some are a binomial, and the first and last te b. Will the third term of the square of a binomial always be positive? Explain. O A. Yes, because the factors are the same, either two negatives or two pos O B. No, because the third term can be positive or zero if like terms cancel. Video Textbook Get more help- Review pro

Jun 04, 2022
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