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Published byBrian Walton Modified over 6 years ago
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Objective: To solve systems of second degree equations
Section 6.6 Objective: To solve systems of second degree equations
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Warm Up: Complete the table
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π₯ 2 + π¦ 2 =9 π₯ 2 + xβ3 2 =9 y=xβ3 π₯ 2 + π₯ 2 β3π₯β3π₯+9=9 2π₯ 2 β6π₯=0
1. Solve algebraically by substitution. π₯ 2 + π¦ 2 =9 π₯ 2 + xβ3 2 =9 y=xβ3 π₯ 2 + π₯ 2 β3π₯β3π₯+9=9 2π₯ 2 β6π₯=0 2π₯(π₯β3)=0 π₯=0 π₯=3 y=0β3=β3 y=3β3=0 (0,β3) (3,0)
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1. Solve graphically on the calculator.
π₯ 2 + π¦ 2 =9 y=xβ3 (0,β3) (3,0)
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2. by elimination. Multiply by 2
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2.
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Graphically Graph the top half and use symmetry. π¦= βπ₯ 2 +20
3. Graphically Graph the top half and use symmetry. π¦= βπ₯ 2 +20 π¦= 10β π₯β
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3. Algebraically p.243
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Homework Page 244 #1, 5, 9, 11, 15
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