+2448 
Please help, I tried solving this but I don't understand. The answer is supposed to be "The height of the pyramid is 3x greater than the height of the cube." Everytime I calculate this the cube is greater than the pyramid's height.
Volume of cube = S^3, where S = one side
V = 16^3 =4,096 mm^3 - volume of the cube
Volume of square pyramid =S^2 x h/3, where S=side, h=height
V =S^2 x h/3
4,096 =16^2 x h/3
4,096 = 256 x h/3 Divide both sides by 256
16 = h/3 Cross multiply
h = 48 mm - Height of the pyramid
48 / 16 = 3x - higher is the square pyramid than the cube.
