Conversion: cm2 x 0.0001 = square meters
To calculate the number of tiles per square meter for a 60x60 cm tile, we first convert the tile dimensions to square meters. A 60x60 cm tile is 0.36 square meters (60 cm * 60 cm = 3600 square cm = 0.36 square meters). To find the number of tiles per square meter, we divide 1 (representing 1 square meter) by 0.36, which equals approximately 2.78 tiles per square meter.
100cm = 1m, 70cm = 0.70m 1*0.70 = 0.7 square meters
The surface area must be given in square cm, NOT cm. Surface area of a cube = 6x2 where x is the length of a side. So 6x2 = 34.56 SQUARE cm x2 = 5.76 x = 2.4 cm
As we know, 1 ft = 30.48 cm 1 square ft=(30.48)2 square cm =30.48*30.48 square cm =929.0304 square cm
128 square cm (cm2). To calculate square centimeters simply multiply length by width - the result is the area in square cm.
Conversion: cm2 x 0.0001 = square meters
200 square cm (cm2). To calculate square centimeters simply multiply length by width - the result is the area in square cm.
100cm = 1m, 70cm = 0.70m 1*0.70 = 0.7 square meters
The surface area must be given in square cm, NOT cm. Surface area of a cube = 6x2 where x is the length of a side. So 6x2 = 34.56 SQUARE cm x2 = 5.76 x = 2.4 cm
14*14*6 = 1176 square cm
You do not need to estimate it. You can calculate it as being pi*r2 which, in this case is pi square cm.
To calculate the density, you need two things. Mass and volume. Here you have a mass of 275 grams. 588 cm square is an area and not a volume. So you can not calculate the density here.
As we know, 1 ft = 30.48 cm 1 square ft=(30.48)2 square cm =30.48*30.48 square cm =929.0304 square cm
Remember in 1m = 100 cm Hence 1m x 1m = 1 m^2 = > 100 cm X 100 cm = 10000 cm^2 So in one square metre there are ten thousand square centimetres. So to calculate m^2 to cm^2 , multiply by 10,000 e.g. 2 m^2 = 20,000 cm^2 Conversely to calculate cm^2 to m^2 divide by 10,000 e.g. 30,000 cm^2 = 3 m^2
There are many methods to do this. One is to calculate the are of the enitire figure. Then figure out the area of the smaller area. Then divide the smaller figure's area by the larger figure's area and change the answer to a percent. For example, if you were asked to figure out what percent of square A with sides measuring 5 cm was covered by square B (which is completely inside of square A) with sides of 1 cm. 1. Calculate the are of square A. 25 cm2 2. Calculate the are of square B. 1 cm2 3. Divide square B by square A. 1/25 or 0.04 4. Convert to a percent. 4%
cm square x 0.0001 = meters square