For a rectangular box, what is the product of the areas of the 3 adjacent faces that meet at a point? Choose the correct choice from the following
A) Volume of the box B) Twice the volume of the box C) Half of the volume of the box D) Square of the volume of the box E) None of these
SOLUTION :   The area of the 3 adjacent faces of a rectangular box of length ‘l’, breadth ‘b’, and depth ‘h’ are ‘l*b’, ‘b*h’, and ‘l*h’.   Therefore, lb*bh*lh = l2b2h2 = (lbh) 2 = square of the volume of the box.   ANSWER IS Square of the volume of the box
<result>D</result>
For a rectangular box, what is the product of the areas of the 3 adjacent faces that meet at a point?