Systems By Substitution (Isolate A Variable First) Question Preview (ID: 54527)


Students Will Work To Solve Systems Of Equations By Using The Substitution Method. In This Version, Students Will First Have To Isolate A Variable Before Beginning To Substitute. (Infinite And No Solution Included). TEACHERS: click here for quick copy question ID numbers.

3x = 6y + 3 AND 3y + 6 = 3x
a) (3, 2)
b) (1, 3)
c) (-3, -5)
d) (3, 1)

8 + 4y = 8x AND -2x = -y - 2
a) (1, 0)
b) No Solution
c) Infinite Solutions
d) (0, 1)

10x - 5y = -25 AND -y = -2x - 3
a) Infinite Solutions
b) No Solution
c) (2, 9)
d) (-2, 1)

10x + 30 = 20y AND 7y = 69 - 3x
a) (9, 6)
b) (-9, -3)
c) (9, -3)
d) No Solution

-5x + y = -15 AND 2y = 3x + 5
a) (-10, -25)
b) (5, -40)
c) (-5, -40)
d) (5, 10)

6x + 6y = 24 AND 3x = -3y + 11
a) No Solution
b) Infinite Solutions
c) (4, 0)
d) (0, 4)

2x - 3y = 5 x + 4y = -14
a) (-2, 1)
b) (2, 1)
c) (2, -3)
d) (-2, -3)

9x - 6y = 3 AND 6x = 12y - 6
a) (1, 6)
b) (1, 1)
c) (-1, -3)
d) (-1, 0)

5x - y = 15 AND y = x + 5
a) (1, 6)
b) (5, 0)
c) (5, 10)
d) (1, -6)

1/2x + 1/2y = 9 AND y = 18 - x
a) Infinite Solutions
b) No Solution
c) (0, 18)
d) (1, 17)

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