A tower of height ′h′ standing vertically at the center of a square f side length ′a′ subtends the same angle ′θ′ at all the corner points of the square. Then
Each corner of a square subtends an angle of 30∘ at the top of a tower 'h' meters high standing in the centre of the square. If 'a' is the length of the each side of square then the relation between h and a is