The schematic figure below shows a cuboid of dimensions L (length) by L (breadth) by 2L (height) floating upright in a liquid of uniform density p. The upper half of the cuboid has a uniform density of p and the lower half of the cuboid has a uniform density of 02. K corresponds to the center of the cuboid's square base, whereas G, B and M represent the cuboid's center of gravity, the center of buoyancy and the metacenter, respectively. Note that for two general vertical points P and Q, PQ is positive (negative) if Q lies above (below) P. Also note that the relative positions of G, B and M are not drawn to scale in the figure below. Determine KG if p = 1000 kg/m, p = 0.7p, p2 = 0.6p and L = 0.8 m. KG= m. L M P1 B L G P2 K P