If one diagonal of a square is along the line 8
x– 15y= 0 and one of its vertex is at (1, 2), then find the equation of sides of the square passing through this
vertex.

Question

If one diagonal of a square is along the line 8
x– 15y= 0 and one of its vertex is at (1, 2), then find the equation of sides of the square passing through this
vertex.

goformit100 · Answer

@qweqwe123123123123111

goformit100 · Answer

Master @AravindG

aravindg · Answer

Drawing a figure would be a good idea

anonymous · Answer

Not sure at all what you're asking.
Top image shows a line segment from (0,0) to (8,15).
The arrow points to the square you seem to be describing. The square is inclined to the same angle as the line.
2nd image shows the square relative to a 2*2 square unit.
3rd image shows the point at (1,2) sharing a vertex with the square. The square is quite small, with sides of roughly .059 unit each.