The system of equations \[\mathbf{2x}+\mathbf{y}-\mathbf{2}=\mathbf{0}\] and \[\mathbf{4x}+\mathbf{2y}-\mathbf{4}=\mathbf{0}\] has

A unique solution \[x=1,\,\,y=1\]

A unique solution \[x=0,\,\,y=4\]

The system of equations \[\mathbf{2x}+\mathbf{y}-\mathbf{2}=\mathbf{0}

1.	The system of equations \[\mathbf{2x}+\mathbf{y}-\mathbf{2}=\mathbf{0}\] and \[\mathbf{4x}+\mathbf{2y}-\mathbf{4}=\mathbf{0}\] has
A.	A unique solution \[x=1,\,\,y=1\]
B.	A unique solution \[x=0,\,\,y=4\]
C.	No solution
D.	Infinite solutions
Answer» E.

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The system of equations \[\mathbf{2x}+\mathbf{y}-\mathbf{2}=\mathbf{0}\] and \[\mathbf{4x}+\mathbf{2y}-\mathbf{4}=\mathbf{0}\] has

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