The file below is the answer and explanation. I don’t understand how to factor so many terms. Please explain how to do the problem.
Factor.
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4m3 – 3m2 + 16m – 12
You answered:
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If a polynomial has four terms, you may be able to factor by grouping. Once the terms are in
standard order, factor out the greatest common factor (GCF) of the first two terms and the
GCF of the second two terms. If the expressions in parentheses match, you can factor by
grouping:
ac + ad + bc + bd
a(c + d) + b(c + d)
(a + b)(c + d)
Factor by grouping.
solve
4m3 – 3m? + 16m – 12
m(4m – 3) + 4(4m – 3)
Factor by grouping; the expressions in parentheses should match
(m? + 4)(4m – 3)
Apply the distributive property
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