Question

Find the binomial that completes the factorization.\\ $4r^3s + 4s = 4s(\text{________})(r^2 - r + 1)$

          Find the binomial that completes the factorization.\\
$4r^3s + 4s = 4s(\text{________})(r^2 - r + 1)$

Find the binomial that completes the factorization.

4r^3s + 4s = 4s()(r^2 - r + 1)

Added by Leah M.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Zhumagali Shomanov

Step 1

First, let's distribute the 4sl to the terms inside the parentheses: 4sl(r^2 - r + 1) = 4slr^2 - 4slr + 4sl Now, let's set this expression equal to 4rs + 45: 4slr^2 - 4slr + 4sl = 4rs + 45 Show more…

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Find the binomial that completes the factorization: 4rs + 45 = 4sl (r^2 - r + 1)

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Find the binomial that completes the factorization.\\ $4r^3s + 4s = 4s(\text{________})(r^2 - r + 1)$

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