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Divide the number of cm2 by 10,000 to get the same area in m2 .
The exponent "2" as in a number squared, e.g. cm2 or in2
Formula: kg/cm2 x 9.807 = newtons/cm2
3m * 3m = 300cm * 300cm = 90000 cm2 Number of 50 cm2 tiles required = 90000/50 = 1800
10000 cm2 in one m2
Divide the number of cm2 by 10,000 to get the same area in m2 .
1 * 11 = 11 cm2 2 * 10 = 20 cm2 3 * 9 = 27 cm2 4 * 8 = 32 cm2 5 * 7 = 35 cm2 6 * 6 = 36 cm2 7 * 5 = 35 cm2 8 * 4 = 32 cm2 9 * 3 = 27 cm2 10 * 2 = 20 cm2 11 * 1 = 11 cm2
The exponent "2" as in a number squared, e.g. cm2 or in2
Formula: kg/cm2 x 9.807 = newtons/cm2
Area to be covered = 500*400 cm2 = 200000 cm2 Area of tile = 30*20 cm2 = 600 cm2 So number of tile required = 200000/600 = 333.3.. that is, 334 tiles.
27.53 cm2 approx.27.53 cm2 approx.27.53 cm2 approx.27.53 cm2 approx.
The exponent "2" as in a number squared, e.g. cm2 or in2
17982cm3 to cm2
3m * 3m = 300cm * 300cm = 90000 cm2 Number of 50 cm2 tiles required = 90000/50 = 1800
The question is a little confusing. The side of a cube is a one-dimensional measurement. For example, let's say the cube has a side of 3 cm. The area of one face is that number, squared - in this example, 9 cm2. The total area of the cube is 6 times this number (54 cm2), since the cube has 6 sides.The question is a little confusing. The side of a cube is a one-dimensional measurement. For example, let's say the cube has a side of 3 cm. The area of one face is that number, squared - in this example, 9 cm2. The total area of the cube is 6 times this number (54 cm2), since the cube has 6 sides.The question is a little confusing. The side of a cube is a one-dimensional measurement. For example, let's say the cube has a side of 3 cm. The area of one face is that number, squared - in this example, 9 cm2. The total area of the cube is 6 times this number (54 cm2), since the cube has 6 sides.The question is a little confusing. The side of a cube is a one-dimensional measurement. For example, let's say the cube has a side of 3 cm. The area of one face is that number, squared - in this example, 9 cm2. The total area of the cube is 6 times this number (54 cm2), since the cube has 6 sides.
Density 10 kg/cm2, 16 kg/cm2, 24 kg/cm2, 48 kg/cm2 etc Uday Shah
Sorry the options are actually 64 cm2, 16 cm2, 32 cm2, 50 cm2. Thanks