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What is the largest possible perimiter of a rectangle with an area of 25ft2?
Updated: 12/15/2022
Wiki User
∙ 11y agoBest Answer
The smallest possible perimeter is 20-ft, but there is no largest possible perimeter.
You can make it as large as you want, with no limit.
Examples:
5-ft x 5-ft . . . . area = 25 ft2 . . . perimeter = 20 ft
2.5-ft x 10-ft . . area = 25 ft2 . . . perimeter = 25 ft
1-ft x 25-ft . . . area = 25 ft2 . . . Perimeter = 52 ft
6-in x 50-ft . . . area = 25 ft2 . . . Perimeter = 101 ft
3-in x 100-ft . . area = 25 ft2 . . . perimeter = 2001/2 ft
1-in x 300-ft . . area = 25 ft2 . . . perimeter = 6001/6 ft
0.1-in x 3,000-ft . . area = 25 ft2 . . . perimeter = 6,0001/60 ft
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∙ 11y agoThis answer is:
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