Factor. wx - 2w + 4x - 8 ______

Identify Grouping: Step Title: Identify the Grouping Concise Step Description: Group the terms in pairs that have a common factor. Step Calculation: Group wx with 4x and -2w with -8 to get (wx + 4x) + (-2w - 8).Factor by Grouping: Step Title: Factor by Grouping Concise Step Description: Factor out the common factors from each group. Step Calculation: Factor out x from the first group and -2 from the second group to get x(w + 4) - 2(w + 4).Factor Out Common Binomial: Step Title: Factor Out the Common Binomial Concise Step Description: Factor out the common binomial factor from the two groups. Step Calculation: Since (w + 4) is common in both groups, factor it out to get (w + 4)(x - 2).

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Q. Factor.

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wx - 2w + 4x - 8

Identify Grouping: Step Title: Identify the Grouping $\newline$ Concise Step Description: Group the terms in pairs that have a common factor. $\newline$ Step Calculation: Group $wx$ with $4x$ and $-2w$ with $-8$ to get $(wx + 4x) + (-2w - 8)$ .
Factor by Grouping: Step Title: Factor by Grouping $\newline$ Concise Step Description: Factor out the common factors from each group. $\newline$ Step Calculation: Factor out $x$ from the first group and $-2$ from the second group to get $x(w + 4) - 2(w + 4)$ .
Factor Out Common Binomial: Step Title: Factor Out the Common Binomial $\newline$ Concise Step Description: Factor out the common binomial factor from the two groups. $\newline$ Step Calculation: Since $(w + 4)$ is common in both groups, factor it out to get $(w + 4)(x - 2)$ .