Triangle Geometry and Bisectors
Medium
Equilateral Triangle Orthocenter Coordinates
Let ABC be an equilateral triangle with orthocenter at the origin and the side BC on the line x + 2 
y = 4. If the co-ordinates of the vertex A are (α, β), then the greatest integer less than or equal to 
is -
y = 4. If the co-ordinates of the vertex A are (α, β), then the greatest integer less than or equal to is - SELECT ONE OPTION