$\"\"$

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The linear system is $\"2$

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Rewrite the equations in the form of $\"\"$ , $\"y$ and $\"y$ . $\"\"$

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Draw a coordinate plane

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Draw the linear equation $\"y$

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Draw the linear equation $\"y$

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Plot the intersection point $\"open$

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$\"graph$ $\"\"$

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Check:

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To check solution, substitute x for $\"\"$ and y for 0 in the linear equations.

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$\"0$ (Substitute x for $\"\"$ and y for 0)

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

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$\"0$ (Multiply: $\"\"$ ) \ \

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$\"0$ (Apply additive inverse property: $\"8$ ) $\"\"$

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$\"0$ (Substitute x for $\"\"$ and y for 0)

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$\"0$ (Apply additive inverse property: $\"minus$ )

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The point satisfies the linear system. so, the solution is $\"open$ $\"\"$

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The solution is $\"open$ .