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How do you factor the expression #14t - 35t - 21#?

1 Answer

Mar 18, 2018

See a solution process below:

Explanation:

First, combine like terms:

#(14t - 35t) - 21 =>#

#-21t - 21#

Now, factor out the common term of #-21# giving:

#(-21 * t) + (-21 * 1) =>#

#-21(t + 1)#

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