Question

A system of two linear equations has an infinite number of solutions. How is this possible?






A.


It's not; the graphs of the two equations can intersect only once.




B.


The two equations are the same line.




C.


The equations are parallel lines.




D.


There was an error in solving the system

Answer 1

If it has an infinite amount of solutions, it is continuously touching the line.

Answer 2

This is a true statement, does that help narrow your choices?

Answer 3

whats the answer? @KirbyLegs

Answer 4

I can't directly say, but knowing that it is a true statement you can rule out A and D. If you guess I will tell you if i support your answer or not.

Answer 5

c? @KirbyLegs

Answer 6

If the line is parallel then there is no solutions, therefore no intersections. I do not support that choice.

Answer 7

A? @KirbyLegs

Answer 8

We already ruled out A because it is a true statement.

Answer 9

B? @KirbyLegs

Answer 10

I support this choice because the line is infinitely touching the same line, therefore giving it an infinite amount of solutions that intersect.