Ask Question
19 January, 15:09

Your drapery business has just gotten a new client who needs 4 drapes. each one will need to be 8 feet by 5 feet and you must add an additional 6 inches on top and bottom for a hem. the customer has chosen the fabric but the store only has 6 linear yards of material. is that enough to make all the drapes? why or why not?

+2
Answers (1)
  1. 19 January, 15:25
    0
    1. You have that:

    - The new client who needs 4 drapes.

    - Each dreape will need to be 8 feet by 5 feet. Therefore, the perimeter will be:

    P1=8 ft+8 ft+5 ft+5 ft

    P1=26 ft

    - You must add an additional 6 inches on top and bottom. Therfore, the perimeter will be:

    1 inch=0.0833 ft

    6 inches=0.499 ft ≈0.50 ft

    P2 = 2 (0.50 ft++0.50 ft+8 ft+8 ft)

    P2=34 ft

    - Thefore, the total perimeter of the drape will be:

    Pt=26 ft+34 ft

    Pt=60 ft

    - The perimeter of 4 drapes will be:

    =60 ftx4

    =240 ft

    - The problem says that the store only has 6 linear yards of material. Therefore:

    6 yards=18 ft

    The answer is: It is not enough to make all drapes, because you need 240 ft of material and the store only has 18 ft.
Know the Answer?
Not Sure About the Answer?
Find an answer to your question 👍 “Your drapery business has just gotten a new client who needs 4 drapes. each one will need to be 8 feet by 5 feet and you must add an ...” in 📗 Mathematics if the answers seem to be not correct or there’s no answer. Try a smart search to find answers to similar questions.
Search for Other Answers