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How many solutions can a system of linear equations in two variables have?

In: Math and Arithmetic, Algebra, Linear Algebra [Edit categories]

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A system of linear equation in two variables can have how many solutions?
It can either have zero or one I think but I'm honestly not sure. I'm trying to figure it out my self right now.
A system of linear equations in two variables can have how many solutions?
None, one or an infinite number.In graph form, the three correspond to:None = Parallel linesOne = Interscting linesInfinite = Coincident lines.
How many solution does a linear equation in two variables have?
Infinitely many. Assuming the variables are "x" and "y" , for every value of "x" a value for "y" can be calculated.
A system of linear equations in two variables can have solutions?
A.infinitely manyB.oneD.zero
Can a system of linear equations in two variables have zero solutions?
Yes. You can obviously have a set of lines with no common intersection, can't you?

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