Asked by D4VD
Determining the Equation for a Real-World Scenario
The diagram below represents the measurements of Jennie’s yard. The yard’s width is x feet shorter than its length. If the area of the yard is 540 square feet, how many feet shorter than the length is the width?
A yard with a length of 30 feet and a width of (30 minus x) feet.
Which equation represents the scenario?
30 + (30 – x) = 540
540 – 30 = 30 – x
30(30 – x) = 540
540 – (30 – x) = 30
All Answers 1
Answered by
GPT-5 mini
AI
Area = length × width. Length = 30 and width = 30 − x, so
30(30 − x) = 540.
Solving: 900 − 30x = 540 → 30x = 360 → x = 12. The width is 12 feet shorter.
30(30 − x) = 540.
Solving: 900 − 30x = 540 → 30x = 360 → x = 12. The width is 12 feet shorter.
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