Solving Systems Of Equations In The Form Y=mx+b Question Preview (ID: 44535)


This Contains Sets Of Equations That Have A Solution In Common. TEACHERS: click here for quick copy question ID numbers.

y=4x-3 y=3/2x+2
a) (5,2)
b) (2,5)
c) (1,3)
d) 10,27)

y = -1 y = 2x-7
a) (3, -1)
b) (1, -3)
c) (5,7)
d) (3,6)

y = x+3 y = -2x + 6
a) (3,4)
b) (0,0)
c) (1,4)
d) (8,10)

y = 5x - 4 y = 5x+ 1
a) infinitely many solutions
b) (0,0)
c) (3,6)
d) no solution

y = 4x + 10 y = 3x + 15
a) (3,5)
b) (5, 30)
c) (5,3)
d) (50,30)

y = -3x +1 y = 2x+6
a) ( -1,4)
b) (4, -1)
c) (-4,1)
d) (0,0)

y = -2x + 3 y = -4x - 1
a) (2,7)
b) (7,2)
c) (2, -7)
d) ( -2, 7)

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

y = 1/3x y = x - 4
a) (2,6)
b) (6,2)
c) (3,1)
d) (1,3)

y= 3x y = 2x +2
a) (2,6)
b) (6,2)
c) (6,6)
d) (2,2)

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