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Lesson 2 Skills Practice Representing Linear Functions Find four solutions of each equation. Write the solutions as ordered pairs. 1–9. Sample answers are given. 1. y = 8x - 4 2. y = -x + 12 3. 4x - 4y = 24 (-1, -12), (0, -4), (-7), (0, --6), 1, 13), (0, 12), (-1, (1, 4), (2, 12) (1, 11), (2, 10) (1, -5), (2, -4) 4. x-y = -15 5. y = 7x - 6 6. y = -3x + 8

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A system of equations consists of two or more equations with different variables. D 2. The solution of a system of equations can be found by finding the intersection of the graphs of the equations. A 3. A system of equations that is inconsistent has an infinite number of solutions. D 4. Given the two equations y x The product of the equation 6 ...

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Skills PracticeThere is one master for each lesson. These provide computational practice at a basic level. WHEN TO USE These masters can be used with students who have weaker mathematics backgrounds or need additional reinforcement. Practice There is one master for each lesson. These problems more closely follow the structure of the Practice ...

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Systems of Equations - Problems & Answers. Systems of 2 linear equations - problems with solutions Test. Problem 1 Two of the following systems of equations have solution (1;3). Aug 16, 2013 · 124 L14: Solutions of Linear Equations Solutions of Linear Equations Lesson 14 Part 1: Introduction YouÕve learned how to solve linear equations and how to check your solution. In this lesson, youÕll learn that not every linear equation has just one solution. Take a look at this problem. Jason and his friend Amy are arguing.

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Linear equations in one variable are equations where the variable has an exponent of 1, which is typically not shown (it is understood). An example would be something like \(12x = x – 5\). To solve linear equations, there is one main goal: isolate the variable. In this lesson, we will look at how this is done through several examples.