Arthur is building a rectangular sandbox for his son. The area of the sandbox is 17 23/32 square feet. If the length of the sandbox is 3 3/8 feet, what is the width of the sandbox?
Answers
Answer:
The answer is 5 1/4.
Step-by-step explanation:
You have to divide 17 23/32 from 3 3/8 to get 5 1/4. Hope this helps!
Given: Arthur is building a rectangular sandbox for his son.
The area of the sandbox is 17 23/32 square feet.
The length of the sandbox is 3 3/8 feet,
To Find : the width of the sandbox
Solution:
Area of a rectangle = length * width
length = 3 3/8 feet = 27/8 feet
Area = 17 23/32 = (17 * 32 + 23)/32 = 567/32 sq feet
Width = w feet
Substituting the values
=> 567/32 = (27/8) * x
Multiplying both sides by 8
=> 567/4 = 27x
=> 21 * 27 /4 = 27x
Cancelling 27 from both sides
=> 21/4 = x
=> x = 21/4
Hence width of the sandbox = 21/4 feet = 5 1/4 feet
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