91Ó°ÊÓ

The middle term of each trinomial has been rewritten. Now factor by grouping. $$ \begin{aligned} 6 x^{2}+13 x+6 \\ =6 x^{2}+9 x+4 x+6 \end{aligned} $$

list all pairs of integers with the given product. Then find the pair whose sum is given. Product: \(18 ; \quad\) Sum: 9

list all pairs of integers with the given product. Then find the pair whose sum is given. Product: \(-24 ; \quad\) Sum: \(-5\)

Find the greatest common factor for each list of numbers. \(15,30,45,75\)

Find the greatest common factor for each list of terms. \(16 y, 24\)

An expression is factored when it is written as a product, not a sum. Which of the following are not factored? \(2 k^{2}(5 k)\)

Complete factoring by writing polynomial as the product of two factors. \(6 m^{4} n^{5}\) \(=3 m^{3} n\) ( ______ )

Write in factored form by factoring out the greatest common factor. \(x^{2}-4 x\)

Find the value of the indicated variable. Find \(c\) so that \(4 m^{2}-12 m+c\) factors as \((2 m-3)^{2}\)

Write in factored form by factoring out the greatest common factor. \(16 z^{4}+24 z^{2}\)