Jessie made a square of side with 5 cm whose one vertex is at origin.The co-ordinates of the square made by Jessie are integers,how many such squares are possible..?
This question is a knockoff of this one: https://www.beatthegmat.com/how-many-dif ... 78228.htmlvmahi7 wrote:Jessie made a square of side with 5 cm whose one vertex is at origin.The co-ordinates of the square made by Jessie are integers,how many such squares are possible..?
The only difference is that the right triangles with sides 6-8-10 are replaced with right triangles with sides 3-4-5
The answer is still 12
Cheers,
Brent
