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Published byἉλκυόνη Σπανού Modified over 5 years ago
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Find a if: a2 + b2 = c2 1.) c=10, b= 8 2.) c=20,b=16 3.) a2+152=172 4.) a2+242=252 Pythagorean Theorem
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1.) Find a a2 + b2 = c2 a = 102 a = 100 a2 = 36 a = 6
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2.) Find a a2 + b2 = c2 a = 202 a = 400 a2 = 144 a = 12
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3.) Find a a2 + b2 = c2 a = 172 a = 289 a2 = 64 a = 8
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4.) Find a a2 + b2 = c2 a = 252 a = 625 a2 = 49 a = 7
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To be able to solve a Quadratic Equation by finding square roots.
Today’s Objective To be able to solve a Quadratic Equation by finding square roots.
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Expression with radicals
Evaluate b2 - 4ac When a =1, b = -2, c = -3 (-2)2 - 4(1)(-3) = 16 = 4
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Expression with radicals
Evaluate b2 - 4ac When a = -2, b = 8, c = -8 (8)2 - 4(-2)(-8) = 0 = 0
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Expression with radicals
Evaluate b2 - 4ac When a = 4, b = 5, c =1 (5)2 - 4(4)(1) 9 = 3 Your Turn
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Expression with radicals
Evaluate b2 - 4ac When a =12, b= 13, c=3 (13)2 - 4(12)(3) 25 = 5 Your Turn
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Solving Equations with a radical
Solve for a a2 = 81 a = 81 a = 9 Review
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Solving Equations with a radical
Solve for a a2 = 5 a = 5 a = 5 Example 2
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Solving Equations with a radical
Solve for a a2 = 0 a = 0 Example 3
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Solving Equations with a radical
Solve for a a2 = -5 a = -5 No Solution Example 4
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Solving Equations with a radical
Solve for a 1.) a2 = 64 2.) a2 = 37 3.) a2 = 0 4.) a2 = -25 Your Turn
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Solving Equations with a radical
Solve for a 1.) a2 = 64 a = 8, or -8 2.) a2 = 37 a = 37, or
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Solving Equations with a radical
Solve for a 3.) a2 = 0 a = 0 4.) a2 = -25 No Solution
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Solving Equations with a radical
3x = 0 3x = 3x2 = 48 3x2/3 = 48/3 x2 = 16 x = x = 4
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Solving Equations with a radical
2.) 3x2 = 12 3.) 2n2 = 50 4.) 3a = 36 Your Turn
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Solving Equations with a radical
2.) 3x2 = 12 a = 2
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Solving Equations with a radical
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Classwork Worksheet 9.2 (1-12)
homework page 455 (31-34) & page 461 (9-20)
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