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it is possible for a system of linear equations to have an infinite number of solutions?
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yes, it is
thank you :)
That will only occur when the graph of the of the two system of equations is the same.
For example: y=2x+4 2y=4x+8
Similarly, if the two lines are parallel but shifted (y=2x and y=2x+1) then you get no solutions
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If you can simplify one of the equations into the other then they are identical, and so they cross at every point along their line.
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