SOLUTION: Which pair of equations represent lines that do NOT have the same y-intercept and slope? Answer Choices: A) y=2x+3;3y=6x+9 B) y=-(1/2x)+4;2y=-x+8 C) 6y=4x+18;3y=x+9 D) 2y=

Algebra ->  Algebra  -> Linear-equations -> SOLUTION: Which pair of equations represent lines that do NOT have the same y-intercept and slope? Answer Choices: A) y=2x+3;3y=6x+9 B) y=-(1/2x)+4;2y=-x+8 C) 6y=4x+18;3y=x+9 D) 2y=      Log On

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Question 66089: Which pair of equations represent lines that do NOT have the same y-intercept and slope?
Answer Choices:
A) y=2x+3;3y=6x+9
B) y=-(1/2x)+4;2y=-x+8
C) 6y=4x+18;3y=x+9
D) 2y=4x-(1/2);y=2x-(1/4)
Answer by uma(370) About Me  (Show Source):
You can put this solution on YOUR website!
(c) is the set of equations that do not have the same y intercept and slope.
For the first part of (c), the slope = 2/3 and it is 1/3 for the second part.


Good Luck!!!