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Printjmc
algebra junior
Problem
Robert is doing his quadratics factoring worksheet when a drop of ink ruins part of his work.
The problem asks him to factor and he has correctly figured out one of two factors: What must be the other factor?
The problem asks him to factor and he has correctly figured out one of two factors: What must be the other factor?
Solution
Given that we have and the factor , we can guess that the other factor must be since the linear terms must multiply to and the constant terms must multiply to
Expanding, we can verify that this is correct, and therefore our answer is
Expanding, we can verify that this is correct, and therefore our answer is
Final answer
(4x - 7)