The joint equation of the pair of lines passing through (2, 3) and parallel to the coordinate axes isA. `xy-3x-2y+6=0`B. `xy+3x+2y+6=0`C. `xy=0`D. `xy-3x-2y-6=0`

The joint equation of the pair of lines passing through (2, 3) and par

1.	The joint equation of the pair of lines passing through (2, 3) and parallel to the coordinate axes isA. `xy-3x-2y+6=0`B. `xy+3x+2y+6=0`C. `xy=0`D. `xy-3x-2y-6=0`
Answer» Equatin of the coordinate axes are `x=0` day `y=0.` `therefore` The equations of rthe lines passing through (2,3) and parallel to coordinate axes are, `x=2 and y=3.` `i.e., x-2=0and y-3 =0` The joint equation is given a `(x-2)(y-3) =0` `xy-3x-2y+6=0` Hence, the correct answer from the given alternative ia (a).