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Real-Life Activities

Real-Life Math -- Solution

You are a retail merchandiser working for a large department store. The holiday season is coming, and you are getting ready to create a display of winter coats.

  1. How big will your display have to be to accommodate all the coats?

    Size of display = 240 units / (4 arms per four-way x 6 units per arm) x 10 square feet per four-way
    Size of display = 240 units / 24 units per four-way x 10 square feet per four-way
    Size of display = 10 four-ways x 10 square feet per four-way
    Size of display = 100 square feet

    Your display will have to be 100 square feet in order to fit in all those coats.

  2. How much red paint will you need to order to cover the back wall?

    Red paint = 50 feet long x 15 feet high / 350 square feet per paint container x 2 coats of paint
    Red paint = 750 square feet / 350 square feet per paint container x 2 coats of paint
    Red paint = 2.14 containers x 2 coats of paint
    Red paint = 4.28 containers

    Since you can't order a partial container, you must order 5 containers.

  3. How much green paint will you need to cover the bulkhead?

    Green paint = 50 feet long x 2 feet wide / 350 square feet per container x 2 coats of paint
    Green paint = 100 square feet / 350 square feet per container x 2 coats of paint
    Green paint = 0.29 paint containers x 2 coats of paint
    Green paint = 0.58 containers

    You will need to order 1 container.

"You use mathematics to figure out how many fixtures you need, or to decide much paint you need to color your display," said Deb Penner, who has supervised retail merchandisers at a large department store chain.


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