Factor. 20tu - 10t + 2u - 1 ______

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Identify Grouping Strategy: Step Title: Identify the Grouping Strategy Concise Step Description: Group terms in the expression to prepare for factoring by grouping. Step Calculation: Group the terms as (20tu - 10t) and (2u - 1). Step Output: Grouped terms: (20tu - 10t) + (2u - 1)Factor Common Factors: Step Title: Factor Out the Common Factors in Each Group Concise Step Description: Factor out the greatest common factor from each group. Step Calculation: From the first group (20tu - 10t), factor out 10t. From the second group (2u - 1), factor out 1. Step Output: Factored groups: 10t(u - 1) + 1(2u - 1)Identify Common Binomial: Step Title: Identify a Common Binomial Concise Step Description: Look for a common binomial factor between the two groups. Step Calculation: The common binomial factor is (u - 1). Step Output: Common binomial factor: (u - 1)Factor by Grouping: Step Title: Factor by Grouping Concise Step Description: Write the expression as the product of the common binomial factor and the remaining terms. Step Calculation: The factored expression is (u - 1)(10t + 1). Step Output: Factored expression: (u - 1)(10t + 1)

Factor. $\newline$ $20tu - 10t + 2u - 1$

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Factor.\newline20tu−10t+2u−120tu - 10t + 2u - 120tu−10t+2u−1

Factor. $\newline$ $20tu - 10t + 2u - 1$