 • Slides: 46    Absolute Value Equations \$100 The solutions to this absolute value equation are 3 and -3. Absolute Value Equations \$200 These are the solutions to the equation |x|=7 Absolute Value Equations \$300 These are the solutions to the equation |x+4|=9 Absolute Value Equations \$400 These are the solutions to the equation | 2 x + 7 | = 4 Absolute Value Equations \$500 These are the points of intersection that would be found when solving the equation | 5 x + 3| = 2 by graphing. Absolute Value Equations \$100 -Answer What is |x| = 3? Absolute Value Equations \$200 -Answer What are 7 and -7? Absolute Value Equations \$300 -Answer What are 5 and -13? Absolute Value Equations \$400 -Answer Who are -3/2 and -11/2? Absolute Value Equations \$500 -Answer What are (-. 2, 2) and (-1, 2)? Quadratic Equations \$100 These are the solutions 2 to the equation x = 4. Quadratic Equations \$200 These are the solutions to the equation 2 x + 9 = 0. Quadratic Equations \$300 These are the solutions to the equation 2 x + 3 x + 2 = 0. Quadratic Equations \$400 These are the solutions to the equation 2 3. 5 x + 6. 22 x - 1. 22 = 0 Give the answers correct to two decimal places. Quadratic Equations \$500 This includes all values of x necessary so that Ö 1 -x is a real number. 2      Radical Equations/Quadratic in Form \$100 This is the solution set to the equation Ö x = 4. Radical Equations/Quadratic in Form \$200 The substitution necessary to convert 4 2 y - 3 y + 2 = 0 into a quadratic equation. Radical Equations/Quadratic in Form \$300 This is the solution set to the equation (2 y + 1)2 + 3(2 y + 1) + 2 = 0 Radical Equations/Quadratic in Form \$400 This is the solution set to the equation Ö x + 1 = x + 1. Radical Equations/Quadratic in Form \$500 This is the solution set to the equation t - 4 Öt - 5 = 0.      Inequalities \$100 This is the interval notation form for the following inequality: x < 3 or x > 7 Inequalities \$200 This is the solution to the absolute value inequality: |x-4|<6 Inequalities \$300 This is the solution to the absolute value inequality: | 2 x + 5 | > 3 Inequalities \$400 The solution set to the inequality: 2 2 x - 5 x < 12 Inequalities \$500 This is the solution set to x - 3>6 x+2 Inequalities \$100 -Answer What is (-µ, 3) È [7, µ)? Inequalities \$200 -Answer What is -2 < x < 10? Inequalities \$300 -Answer What is x < -4 or x > -1? Inequalities \$400 -Answer What is (-3/2, 4)? Inequalities \$500 -Answer What is -3 < x < 2 ?   