Amy and Richard each solved an equation using the quadratic formula. Amy's Equation and Method 4x² + 7x-20 = 0 Step 1: x = Step 2: x = Step 3: x = Step 4: x = Step 1: x = Step 2: x = Step 3: x = Step 4: x = -7± 72 Richard's Equation and Method x² - 6x +8=0 Step 5: x = 2(4) -7+√49-80 8 -7± √-31 8 -7±i√31 8 4(1)(20) 6± √(-6)² − 4(1)(8) 2(1) 6± √4 2 6± √36-32 2 6+√4 2 and x = 6-√4 2 6+2 and z = 6 - 2i 2 2 Step 6:4 and x = 3 - i
Amy and Richard each solved an equation using the quadratic formula. Amy's Equation and Method 4x² + 7x-20 = 0 Step 1: x = Step 2: x = Step 3: x = Step 4: x = Step 1: x = Step 2: x = Step 3: x = Step 4: x = -7± 72 Richard's Equation and Method x² - 6x +8=0 Step 5: x = 2(4) -7+√49-80 8 -7± √-31 8 -7±i√31 8 4(1)(20) 6± √(-6)² − 4(1)(8) 2(1) 6± √4 2 6± √36-32 2 6+√4 2 and x = 6-√4 2 6+2 and z = 6 - 2i 2 2 Step 6:4 and x = 3 - i
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.3: Quadratic Equations
Problem 82E
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