Question

Give linear equations which is coincident with 2x+3y-4=0

Answer 1

Linear equations which are coincident with 2x+3y-4=0 can be founded by multiplying whole equation with 2 from which first equation came out to be 4x+6y-8=0 and so one you can take out more equations. Hope I helped.

Answer 2

 linear equations which is coincident with 2x+3y-4=0 are

10x + 15y - 20 = 0  if u multiply this whole by 5

4x + 6y - 8= 0  if multiplied by 2

we can make infinitely many solutions