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Question
- what is $(n - 1)(6n - 6)$?
a. $6n^{2}-12n + 5$
b. $6n^{2}-10n + 6$
c. $6n^{2}-12n + 6$
d. $6n^{2}-14n + 7$
Step1: Expand using distributive property
$(n-1)(6n-6) = n(6n-6) -1(6n-6)$
Step2: Distribute terms
$= 6n^2 -6n -6n +6$
Step3: Combine like terms
$= 6n^2 -12n +6$
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c. $6n^2 - 12n + 6$