On a test, leo is asked to completely factor the polynomial 3x3 – 3x + 5x2 – 5. he uses double grouping to get (x2 – 1)(3x + 5). has he factored the polynomial completely? explain.
On A Test, Leo Is Asked To Completely Factor The Polynomial 3X3 – 3X + 5X2 – 5. He Uses Double Grouping To Get (X2 – 1)(3X + 5). Has He Factored The Polynomial Completely? Explain.
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On A Test, Leo Is Asked To Completely Factor The Polynomial 3X3 – 3X + 5X2 – 5. He Uses Double Grouping To Get (X2 – 1)(3X + 5). Has He Factored The Polynomial Completely? Explain.. The expression is equivalent, but it is not completely factored. Has he factored the polynomial completely?.
(Solved) Factor completely the given expression. (3x 5)2 + x^4 (3x from www.transtutors.com
A community answer explains the steps and shows the final factorization as. Leo does not factored the polynomial completely. First, we recognize that leo factored the polynomial.
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A community answer explains the steps and shows the final factorization as. Leo does not factored the polynomial completely. Also, he uses double grouping to get.
Has He Factored The Polynomial Completely?
First, we recognize that leo factored the polynomial. Has he factored the polynomial completely?. Has he factored the polynomial completely?
No, Leo Has Not Factored The Polynomial Completely.
Which polynomial is factored completely? The expression is equivalent, but it is not completely factored. Therefore, the complete factorization of the original polynomial is (x−1)(x+1)(3x+5), indicating that leo did not arrive at.
On A Test, Leo Is Asked To Completely Factor The Polynomial.