Factor. st - 2s + 10t - 20 ______

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Identify Terms: Step Title: Identify the Terms Concise Step Description: Identify the terms of the expression that can be grouped together. Step Calculation: The expression has four terms: st, -2s, 10t, -20. Step Output: Terms: st, -2s, 10t, -20Group Terms: Step Title: Group the Terms Concise Step Description: Group the terms in pairs to factor by grouping. Step Calculation: Group (st - 2s) and (10t - 20) together. Step Output: Grouped Terms: (st - 2s) + (10t - 20)Factor Common Factors: Step Title: Factor Out the Common Factors Concise Step Description: Factor out the greatest common factor from each group. Step Calculation: From (st - 2s), factor out 's'. From (10t - 20), factor out '10'. Step Output: Factored Groups: s(t - 2) + 10(t - 2)Factor Common Binomial: Step Title: Factor Out the Common Binomial Concise Step Description: Factor out the common binomial factor from the factored groups. Step Calculation: The common binomial factor is (t - 2). Step Output: Factored Expression: (t - 2)(s + 10)

Factor. $\newline$ $st - 2s + 10t - 20$

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Factor.\newlinest−2s+10t−20st - 2s + 10t - 20st−2s+10t−20

Factor. $\newline$ $st - 2s + 10t - 20$