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A pound of bricks and a pound of feathers weigh the same because they both weigh one pound. The difference lies in their volume, with bricks being denser and taking up less space compared to feathers.
Bricks have more density whereas feathers have less comparatively. Space occupied ie volume = mass/ density. So space occupied is inversely related to the density. Hence feathers occupy more space than the bricks.
So you get the volume of one brick. Measure the length, width and height of one brick. Convert each to metres (/100 is you measured in centimetres). Now divide a cubic metre by the volume of 1 brick to get how many bricks would make a completely filled in cubic metre. Keep in mind, this method does not count any cement needed to secure the bricks
multiplyL xW x H to find the volume of 1 brick. Each measurement should be in cm. 1 cubic meter = (100 cm)3 = 1,000,000 cm3 now divide the volume of 1 brick INTO 1,000,000 that gives the number of bricks.
standard size of brick is 9in*4.5in*3in so formula is 1 Cmt/ brick volume that is 1 / 0.228*0.11*0.0762 1 / 0.002 = 500 Bricks
To calculate the density of bricks, divide the mass of the brick by its volume. The density of bricks is typically around 1,500-2,000 kg/m^3 depending on the type of material used.
They both weigh one pound, but the volume of a pound of feathers will be much larger than the volume of a pound of bricks due to the difference in density. The bricks will be more compact and heavy, while the feathers will be lighter and fluffier.
A pound of bricks and a pound of feathers weigh the same because they both weigh one pound. The difference lies in their volume, with bricks being denser and taking up less space compared to feathers.
standard size of brick is 9in*4.5in*3 in so formula is 1cubicfoot/ brick volume thatwould be 1 cft/ 0.75*0.375*0.25 Cft= 14 bricks
Bricks have more density whereas feathers have less comparatively. Space occupied ie volume = mass/ density. So space occupied is inversely related to the density. Hence feathers occupy more space than the bricks.
So you get the volume of one brick. Measure the length, width and height of one brick. Convert each to metres (/100 is you measured in centimetres). Now divide a cubic metre by the volume of 1 brick to get how many bricks would make a completely filled in cubic metre. Keep in mind, this method does not count any cement needed to secure the bricks
To calculate the amount of sand and cement needed for 2000 bricks, you first need to determine the volume of one brick. Assuming a standard brick size of 8 inches by 4 inches by 2 inches, the volume of one brick is 64 cubic inches. For 2000 bricks, the total volume would be 128,000 cubic inches. To convert this volume to cubic feet (since sand and cement are typically measured in cubic feet), you would divide by 1728 (12x12x12). This gives you approximately 74.07 cubic feet of sand and cement needed for 2000 bricks.
multiplyL xW x H to find the volume of 1 brick. Each measurement should be in cm. 1 cubic meter = (100 cm)3 = 1,000,000 cm3 now divide the volume of 1 brick INTO 1,000,000 that gives the number of bricks.
standard size of brick is 9in*4.5in*3in so formula is 1 Cmt/ brick volume that is 1 / 0.228*0.11*0.0762 1 / 0.002 = 500 Bricks
To calculate the number of bricks in 1 cubic foot, you need to determine the volume of each brick first. Since the size of the brick is given as 94.53 units, you can calculate its volume (volume = length x width x height) in cubic units. Then, divide the volume of 1 cubic foot (12 x 12 x 12 cubic units) by the volume of each brick to find the number of bricks that can fit in 1 cubic foot.
To calculate the quantity of bricks needed for brickbat waterproofing, you first need to determine the area to be waterproofed. Once you have the area measurement, you can calculate the total volume of brickbats required by multiplying the area by the desired thickness of the brickbat layer. Finally, divide the total volume of brickbats by the volume of a single brickbat to determine the quantity needed.
They both have the same mass. A kilogram measure mass regardless of the material, volume etc.