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  1. 1.6 Practice - Absolute Value Equations Solve each equation. 1) |x|=8 3) |b|=1 5) |5+8a|=53 7) |3k+8|=2 9) |9+7x|=30 11) |8+6m|=50 13) |6−2x|=24 15) −7|−3−3r|=−21 17) 7|−7x−3|=21 19) |−4b−10| 8 =3 21) 8|x+7|−3=5 ... Answers to Absolute Value Equations 1) 8, −8 2) 7,−7

  2. Solving Absolute Value Equations Example: 13x + 12 (the absolute value is 'isolated' already) Steps: 1) Isolate Absolute Value 2) Solve for 'Positive Answer' 3) Solve for Negative Answer' 4) Check Solutions! (Plug into original equation) 'Positive" Answer. 'Negative" Answer. Check solutions: Example. 3X 12 3x 3X + 12 3(4) + 12 24 12 24 24 12 24 ...

  3. 16 lis 2022 · For problems 6 & 7 find all the real valued solutions to the equation. Here is a set of practice problems to accompany the Absolute Value Equations section of the Solving Equations and Inequalities chapter of the notes for Paul Dawkins Algebra course at Lamar University.

  4. Solving Absolute Value Equations. An absolute value equation is an equation that contains an absolute value expression. You can solve these types of equations by solving two related linear equations. Core Concept. Properties of Absolute Value. Let a and b be real numbers.

  5. Steps for Solving Linear Absolute Value Equations: i.e. + =. Isolate the absolute value. Identify what the isolated absolute value is set equal to... If the absolute value is set equal to zero, remove absolute value symbols & solve the equation to get one solution. If the absolute value is set.

  6. Solving Absolute Value Equations Date_____ Period____ Solve each equation. 1) 3 x = 9 2) −3r = 9 3) b 5 = 1 4) −6m = 30 5) n 3 = 2 6) −4 + 5x = 16 7) −2r − 1 = 11 8) 1 − 5a = 29 9) −2n + 6 = 6 10) v + 8 − 5 = 2-1- ©7 J280 X142D 5K2uNt6a e uS8o 4ft wfaPrneI gLzLzC q.X K fATlHl8 5r KigChOtWsU 6r JeHsae 3rxv 6e1ds. ...

  7. Solving Absolute Value Equations. Write and solve equations involving absolute value. • I can write the two linear equations related to a given absolute value equation. • I can solve equations involving one or two absolute values. • I can identify special solutions of absolute value equations.

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