Question

in a pair of linear equation represented by lines has no solution (unconsistent), then write what kind of lines are there? ​

Answer 1

Answer:

parallel lines will be there

Answer 2

The Correct Question will be

If a pair of straight lines are represented by system of linear equations which have no solution (inconsistent), then what kind of lines are these?

The Lines would be parallel lines.

Geometrical meaning of two equations having a solution is that, The Graph of those lines would meet at least at one point.

If the lines have solution, They will be intersecting lines and are consistent.

If the equations have no solution, The lines would not intersect. Thus, The lines would be Parallel lines.

Two lines ax + by + c = 0 and lx + my + n = 0 are said to inconsistent and have no solution if,

$\boxed{ \frac{a}{l} = \frac{b}{m} \neq \frac{c}{n} }$