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Lesson 9.6 Factor ππ π +ππ+π Essential Question: How do you factor trinomials of the form ππ₯ 2 +ππ₯+π?
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Before we startβ¦ Consider 2 π₯ 2 +9π₯+9 Consider the binomials 2π₯+9 and π₯+1. Multiply the first two terms. Multiply the last two terms. Find the middle terms now. Consider 2 π₯ 2 +9π₯+9 Consider the binomials 2π₯+3 and π₯+3. Multiply the first two terms. Multiply the last two terms. Find the middle terms now.
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What is factoring? π₯+3 π₯+4 = π₯ 2 +7π₯+12
Undoing the multiplication of polynomials π₯+3 π₯+4 = π₯ 2 +7π₯+12
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How do you factor a trinomial in the form ππ₯ 2 +ππ₯+π?
You are looking for factors of a and c that add/subtract to get b.
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How do you know what signs to use?
ππ₯ 2 +ππ₯+π ππ₯ 2 +ππ₯βπ Positive means the same signs Negative means the opposite signs
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Factor 2π₯ 2 β7π₯+3
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Factor 3π 2 +14πβ5
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Factor 3π‘ 2 +8π‘+4
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Factor 4π 2 β9s+5
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Factor 2π₯ 2 β13π₯+6
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Factor 4π 2 +11πβ3
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Factor β3π€ 2 β13π€β4
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Factor β4π₯ 2 +12π₯+7
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Factor β2π¦ 2 β5π¦β3
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How do you solve polynomial equations?
Set the equation equal to 0. Factor the polynomial. Set each factor equal to 0. Solve each factor.
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Solve 2π 2 β11π+5=0
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Solve 2π¦ 2 +π¦β10=0
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Solve 9π€ 2 +3π€β2=0
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Solve 2π₯ 2 β3π₯=35
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Solve 8π 2 β2π =3
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Solve 6π₯ 2 β5π₯=14
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Solve 7π 2 +2π=5
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How do you factor trinomials of the form ππ₯ 2 +ππ₯+π?
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Ticket Out the Door Factor 2π₯ 2 β7π₯+3
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