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    volume of the box

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    .Solve the problem. A yardstick measures 0.5 by 2 by 36 inches. How many yardsticks will fit in a box 3 inches wide and 36 inches high, if the length of the box is 14 inches?

    2. Gerard wants to replace his from door with a solid wood door. The solid wood door will be shaped like a rectangular solid and will measure 78 1/2 inches long and 45 2/3 inches wide; and will be 1 1/8 inch thick. How many cubic inches of wood will be needed for the door? Give solution exactly as a mixed number. Include correct units with your answer.

    3. Solve the problem. Tim has $582 saved. He is planning to save $165 every month so that he can have enough money for a new set of golf clubs. The golf clubs cost $1584, including tax. How many months will he need to save to be able to buy the golf clubs? Show step by step work and include units in your answer.

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    Solution Preview

    1. Solve the problem. A yardstick measures 0.5 by 2 by 36 inches. How many yardsticks will fit in a box 3 inches wide and 36 inches high, if the length of the box is 14 inches?
    Solution: The volume of the box is the product of the length, breadth and height.
    So, volume of the box is 3 x 36 x 14 =1512 cubic inches.
    The volume of each yardstick is the product of its length, breadth and height.
    So, volume of the yardstick is ...

    Solution Summary

    The volume of the box is discussed.

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