What is the surface area of a square property possessing sides measuring 15 m?
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Answer: A. 225 sq m
Explanation
The geometric formula for the area of a square is the side length squared. Multiplying fifteen meters by fifteen meters results in an area of two hundred twenty five. The resulting square meters correctly reflect the two dimensional property measurements provided. A square is a regular quadrilateral possessing four equal sides and four right angles. Surface area represents the total two dimensional space enclosed within the boundary of a figure. Squaring a linear dimension converts it into standard units of square measure.
Real estate professionals calculate square footage to determine property values and pricing. Landscaping projects require accurate area measurements to purchase appropriate amounts of sod. Flooring installations rely on square area calculations to minimize material waste during cutting. Option B is a slightly incorrect estimation that does not match the exact squaring calculation. Option C represents an incorrect calculation derived from a ten by ten meter property. Option D incorrectly adds the side lengths together instead of squaring the dimension.
- Subject
- Mathematics
- Category
- Mathematics
- Topic
- —
- Difficulty
- medium
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