Write the each equation in slope-intercept form y = mx + b.
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Make a table to find the solution that satisfies both equations.
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x \ | \
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| \
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y1 \ | \
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| \
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y2 \ | \
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(x1, y1) \ | \
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(x2, y2) \ | \
| \
–1 \ | \
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| \
\
| \
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| \
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11 \ \ \ | \
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\ ( \ | \
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( | \
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0 \ | \
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| \
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3 \ \ \ | \
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| \
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9 \ \ \ | \
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(0, 3) \ | \
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(0, 9) \ | \
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1 \ | \
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| \
\
| \
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| \
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7 \ | \
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(1, | \
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(1, 7) \ | \
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4 \ \ \ | \
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| \
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1 \ | \
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| \
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1 \ \ \ | \
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(4, 1) \ | \
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(4, 1) \ \ \ | \
Since the ordered pair (4, 1) satisfying the both equations, the solution of the sysytem is (4, 1). \ \
The solution of the sysytem is (4, 1).