SOLUTION: are the two equations -6 + y = 2x and 2y

SOLUTION: are the two equations -6 + y = 2x and 2y - 4x =12 dependent

Question 939470: are the two equations -6 + y = 2x and 2y - 4x =12 dependent
Answer by ewatrrr(24785) (Show Source): You can put this solution on YOUR website!
-6 + y = 2x and 2y - 4x =12
...
-2(2x - y = -6)
4x - 2y = -12
0 = 0 Infinite Solutions |Same Line: y= 2x + 6
dependent? YES
....
A consistent system has at least one solution.
An inconsistent system has no solutions.
An independent system has exactly one solution.
A dependent system has infinitely many solutions.

RELATED QUESTIONS
are the two equations -6+y=2x and 2y-4x=12... (answered by stanbon)

Are the two equations -6+y=2x and 2y-4x12... (answered by ikleyn,addingup)

are the two equations -6+y=2x and 2y-4x=12... (answered by ewatrrr)

are the two equations -6 + y = 2x and 2y - 4x = 12 dependent? A. No, because they... (answered by Theo,ikleyn)

which of the following systems has equations that are dependent? A: 2x+2y=6 2x-2y=6 (answered by solver91311)

solve the two linear equations. and solve the system equations by the substitution... (answered by Alan3354)

Please solve the system of equations by the method of your choice: 2x-4y=6 and 4x+y=21 (answered by stanbon)

how do you find the coordinates of the vertices of a triangle for the equations y=2x+6, (answered by solver91311)

The equations of two lines are 2x � y + 3 = 0 and 4x � 2y � 8 = 0. Find the horizontal... (answered by Alan3354)