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Unit 4. Day 4.
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Distribute 2 π₯+3 2π₯ 2π₯ +6 + 6 Factor 2π₯ + 6 2 2 1π₯ π₯ + 3 (Expand)
(GCF) 2π₯ + 6 2 2 1π₯ π₯ + 3
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Distribute 3 4π₯β7 12π₯ β21 12π₯ β 21 Factor 12π₯ β21 3 3 4π₯ β 7 (Expand)
(GCF) 12π₯ β21 3 3 4π₯ β 7
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Distribute (Expand) 3 4π₯β7 12π₯ β 21 Factor (GCF) 12π₯ β21 3 4π₯ β 7
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Example A: Rewrite the expression as a product of two factors
Example A: Factor (GCF) 5π₯ +15 5 5 1π₯ π₯ + 3
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Example B: Factor (GCF)
20π₯ β30 20π₯ β30 20π₯ β30 10 10 2 2 2π₯ β 3 10π₯ 5 β 15 5 β 2 β3 2π₯
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β8π₯+4π¦+12 β8π₯+4π¦+12 β8π₯+4π¦+12 4 4 4 β4 β4 β4 β2π₯ + 1π¦ + 3 2π₯ β 1π¦ β3
Example C: Factor (GCF) β8π₯+4π¦+12 β8π₯+4π¦+12 β8π₯+4π¦+12 4 4 4 β4 β4 β4 β2π₯ + 1π¦ + 3 2π₯ β 1π¦ β3
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Example D*: Factor (GCF)
3 3π β12πβ9 3 3 1π π β 4π β 3
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Example E*: Factor (GCF)
β10π β25π‘+5 β 5 β 5 β5 2π + 5π‘ β 1
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