Let A(h,0) & B(0,k) be two given points and let O be the origin. If area of ΔOAB is 6 units & h & k are integers, then length(s) of AB may be
Let (h, k) be a fixed point, where h > 0, k > 0. A straight line passing through this point cuts the positive direction of the coordinate axes at the points P and Q. The minimum area of the Δ OPQ, O being the origin, is