A boat weighs 500,000 N and floats in water. Its horizontal cross section (plan view) at the water line and its vertical cross section, along with the dimensions, are illustrated in Figure EP 2.43. Assume that the boat is top heavy (i.e., G is located above B). (a) Determine the buoyant force, F_{B} and the volume of the displaced fluid, V_{dispfluid } . (b) Determine the maximum distance GB that the center of gravity, G may be above the center of buoyancy, B in order for the boat to be in a position of rotational stable equilibrium.