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Published byGeorgina Robinson Modified over 7 years ago
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PLOT ANY POINT Solutions To Linear Equations
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Interpret the equation y = mx + b as defining a linear function.
COMMON CORE #13(Part 2) Interpret the equation y = mx + b as defining a linear function. We will be graphing two equations on each slide and find the solution of those two linear equations.
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y = 3x – y = x + 2 (3, 5)
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y = 3x y = 4x (2, 8)
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y = -4x y = -4x + 8 parallel or no solution
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y = 2x y = 4x - 2 (1.5, 4)
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y = 2x – 1 y = -4x + 11 (2, 3)
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y = x y = 2x + 8 Infinite Solutions
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y = ⅔x + 7/3 y = -2x + 5 (1, 3)
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PRACTICE PROBLEMS Find the solution of the following problems.
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y = 3x – y = 2x (3, 6)
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y = -2x y = -2x – 5 no solution or parallel
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y = -x y = -5x – 1 (-1, 4)
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y = x – y = ⅓x – 3 (0, -3)
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y = x – y = 2x (-2, -4)
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