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Reverse Distribution and Grouping
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Factoring out the common term
Factor out the GCF of the polynomial 6π₯+14 6π₯+14=6π₯+14 6π₯+14=2β3π₯+2β7 6π₯+14=2(3π₯+7)
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You try Factor out the GCF of the following: 12π₯β8 8π₯ 2 +12π₯
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Factor by grouping Factor the following polynomial by grouping set of terms: π₯ 2 π¦+2π₯+3π₯π¦+6 π₯ 2 π¦+2π₯+3π₯π¦+6= π₯ 2 π¦+2π₯ + 3π₯π¦+6 π₯ 2 π¦+2π₯+3π₯π¦+6=π₯ π₯π¦+2 +3 π₯π¦+2 π₯ 2 π¦+2π₯+3π₯π¦+6=(π₯π¦+2)(π₯+3)
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Try this one out Factor the following polynomial by grouping:
π₯π¦+3π¦+4π₯+12
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Work for today 3π+6 30π₯β15 6π¦ 4 + 2π¦ 3 7π₯+21π¦β7
#1-5 Factor out the GCF #6-10 Factor by Grouping 3π+6 30π₯β15 6π¦ 4 + 2π¦ 3 7π₯+21π¦β7 π 7 π 6 β π 3 π 2 + π 2 π 5 β π 2 π 2 π₯ 3 + 2π₯ 2 +5π₯+10 5π₯+15+π₯π¦+3π¦ 2π₯ 3 β π₯ 2 +8π₯β4 3π₯β3+ π₯ 3 β 4π₯ 2 4π₯ 2 +8π₯π¦+3π₯+6π¦
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