A system of two linear equations has no solution. How is this possible?

A.

It's not; the graphs of the two equations must intersect.

B.

The equations are the same line.

C.

The equations are parallel lines.

D.

There was an error in solving the system.

Question

A system of two linear equations has no solution. How is this possible?






A. 


It's not; the graphs of the two equations must intersect. 




B. 


The equations are the same line. 




C. 


The equations are parallel lines. 




D. 


There was an error in solving the system.

anonymous · Answer

If two lines never intersect, does a system of two linear equations representing those lines have a solution?

anonymous · Answer

i really dont know love this is just how they asked me lol

anonymous · Answer

wait i think so

anonymous · Answer

@RBauer4

anonymous · Answer

Sorry for the delay. When two lines intersect, that means that at some value of x, they share the same function value. So, when two lines do not intersect, that means that they do not have a common function value for any value of x. That means, there is no solution to their system.

anonymous · Answer

ohhh lol ok thank you so very much.@RBauer4

anonymous · Answer

@RBauer4

anonymous · Answer

Your welcome. Have fun.