Solving Systems of Equations by Substitution - Kuta Software
Solving Systems of Equations by Substitution - Kuta Software
Solving Systems of Equations by Substitution - Kuta Software
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-1-<br />
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<strong>Kuta</strong> S<strong>of</strong>tware - Infinite Pre-Algebra<br />
Name___________________________________<br />
<strong>Solving</strong> <strong>Systems</strong> <strong>of</strong> <strong>Equations</strong> <strong>by</strong> <strong>Substitution</strong><br />
Solve each system <strong>by</strong> substitution.<br />
Date________________ Period____<br />
1) y = 7x − 10<br />
y = −3<br />
2) y = −8<br />
y = −2x − 12<br />
3) y = 6x<br />
y = 5x + 7<br />
4) y = 9x − 9<br />
y = 9<br />
5) y = −4<br />
y = x − 8<br />
6) y = 8x − 9<br />
y = 7<br />
7) y = 6x − 14<br />
y = −8x<br />
8) y = 2x − 15<br />
y = 5x
-2-<br />
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9) y = −8x<br />
2x + 4y = 0<br />
10) 6x + 7y = 20<br />
y = 2x<br />
11) −3x − 5y = 6<br />
y = −3<br />
12) 6x − 5y = 22<br />
y = −8<br />
13) y = 2x<br />
3x + 3y = −18<br />
14) y = 8x<br />
−5x − 5y = 0<br />
15) y = −3<br />
−5x − 3y = 14<br />
16) y = 3x<br />
−3x − y = −24
-1-<br />
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<strong>Kuta</strong> S<strong>of</strong>tware - Infinite Pre-Algebra<br />
Name___________________________________<br />
<strong>Solving</strong> <strong>Systems</strong> <strong>of</strong> <strong>Equations</strong> <strong>by</strong> <strong>Substitution</strong><br />
Solve each system <strong>by</strong> substitution.<br />
Date________________ Period____<br />
1) y = 7x − 10<br />
y = −3<br />
(1, −3)<br />
2) y = −8<br />
y = −2x − 12<br />
(−2, −8)<br />
3) y = 6x<br />
y = 5x + 7<br />
(7, 42)<br />
4) y = 9x − 9<br />
y = 9<br />
(2, 9)<br />
5) y = −4<br />
y = x − 8<br />
(4, −4)<br />
6) y = 8x − 9<br />
y = 7<br />
(2, 7)<br />
7) y = 6x − 14<br />
y = −8x<br />
(1, −8)<br />
8) y = 2x − 15<br />
y = 5x<br />
(−5, −25)
-2-<br />
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9) y = −8x<br />
2x + 4y = 0<br />
(0, 0)<br />
10) 6x + 7y = 20<br />
y = 2x<br />
(1, 2)<br />
11) −3x − 5y = 6<br />
y = −3<br />
(3, −3)<br />
12) 6x − 5y = 22<br />
y = −8<br />
(−3, −8)<br />
13) y = 2x<br />
3x + 3y = −18<br />
(−2, −4)<br />
14) y = 8x<br />
−5x − 5y = 0<br />
(0, 0)<br />
15) y = −3<br />
−5x − 3y = 14<br />
(−1, −3)<br />
16) y = 3x<br />
−3x − y = −24<br />
(4, 12)<br />
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