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What is greater a meter squared or a centimeter squared?
A meter squared (m²) is greater than a centimeter squared (cm²). Specifically, one meter squared is equal to 10,000 centimeter squared, as there are 100 centimeters in a meter and area is calculated by squaring the length. Therefore, a meter squared represents a much larger area than a centimeter squared.
How much is 13.5 linear meter on a 30 meter carpet?
It is 45% of the roll.
If carpet costs 49.50 a square meter how much would a lineal meter cost?
0, because a lineal meter has an area of 0
How much carpet in square feet is needed to carpet a room 10 feet long 9 feet wide?
90 feet squared of carpet is needed.
How much does 1 square meter of carpet weigh?
The weight of 1 square meter of carpet can vary depending on the type and thickness of the carpet. On average, a medium-weight carpet can weigh around 2-4 kilograms per square meter. However, heavier and denser carpets can weigh up to 5-7 kilograms per square meter. It's important to consider the specific characteristics of the carpet in question to determine its weight accurately.
If a carpet cost 15.00 per square yard how much for 5 meter by 5 meter room?
About $450.00
If carpet costs 9.99 a square yard how much would a square meter cost?
To convert square yards to square meters, multiply by 0.8361. Therefore, a square meter of carpet would cost approximately $11.91 (9.99/0.8361).
How much energy can the sun supply?
about 1500 watts per meter squared hits the earth a day
How much does an acre of land measure In squared meters?
one acre is equivalent to 4046.944557 square meter
How much solar energy reaches Earth?
about 120,000 TW (terrawatts)that's 120,000,000,000,000,000 TWThe planet itself sees about 352 watts/meter squared. The stratosphere sees much more, about 1366 watts/ meter squared. The rest of this energy is reflected back into space by our atmosphere.
Is a carpet if 26.00 per sq meter how much is it per sq yard?
a square meter is 1.195 sq yards 26.00/1.195 = 21.75 per sq yard
How much greater would the light collecting area of a 60-meter telescope be than that of the 10-meter Keck telescope?
The ratio of the area is (60 / 10) squared, or 36.
