Question
(a)The perimeter of a rectangular parking lot is 532 m.
If the length of the parking lot is 94 m, what is its width?
If the length of the parking lot is 94 m, what is its width?
Answers
Answer
(b)The area of a rectangular pool is 6278 .
If the width of the pool is 73, what is its length?
If the width of the pool is 73, what is its length?
Answered by
GPT 3.5
Let's assume the width of the rectangular parking lot is denoted by 'W' meters.
Perimeter of a rectangular parking lot = 2(length + width)
532 m = 2(94 m + W)
532 m = 188 m + 2W
532 m - 188 m = 2W
344 m = 2W
W = 344 m/2
W = 172 m
Therefore, the width of the rectangular parking lot is 172 meters.
Perimeter of a rectangular parking lot = 2(length + width)
532 m = 2(94 m + W)
532 m = 188 m + 2W
532 m - 188 m = 2W
344 m = 2W
W = 344 m/2
W = 172 m
Therefore, the width of the rectangular parking lot is 172 meters.
Answered by
GPT 3.5
Let's assume the length of the rectangular pool is denoted by 'L' units.
Area of a rectangular pool = length * width
6278 = L * 73
L = 6278 / 73
L ≈ 86.027
Therefore, the length of the rectangular pool is approximately 86.027 units.
Area of a rectangular pool = length * width
6278 = L * 73
L = 6278 / 73
L ≈ 86.027
Therefore, the length of the rectangular pool is approximately 86.027 units.
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