\"\"

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Write the each equation in slope-intercept form y = mx + b.

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\"\"        ----------------------> (Equation 1)

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\"\"       ----------------------> (Equation 2)\"\"

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Graph the equations and find the intersection point.

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\"graph

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The graphs appear to intersect at (\"\"3, 0).\"\"

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Check:

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To check the solution by substituting the coordinates in each equation.

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Substitute (\"\"3, 0) in equation 1.

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\"\"

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\"\"                              (Multiply: \"\") \ \

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\"\"                                       (Apply additive inverse property: \"\") \ \

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The statement is true.\"\"

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Substitute (\"\"3, 0) in equation 2.

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\"\"

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\"\"                                  (Product of two same signs is positive) \ \

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\"\"                                        (Apply additive inverse property: \"\")

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The statement is true.\"\"

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The solution of the system is (\"\"3, 0).