The weight of a 100x10mm galvanized iron (GI) flat per meter length can be calculated using the formula: weight (kg) = volume (m³) × density (kg/m³). The cross-sectional area of the flat is 100mm × 10mm = 1000 mm², which is 0.001 m². The density of GI is approximately 7850 kg/m³, so the weight per meter is around 7.85 kg.
The weight of a 40x6 mm galvanized iron (GI) flat bar per meter length can be calculated using the formula: weight (kg/m) = density (kg/m³) × volume (m³). The density of steel is approximately 7850 kg/m³. For a 40x6 mm flat bar, the volume per meter is 0.00024 m³, so the weight would be approximately 1.88 kg/m.
The weight of a 40 x 6 mm flat bar can be calculated using the formula: Weight (kg/m) = (Width (mm) x Thickness (mm) x Length (m) x Density (kg/m³)) / 1,000,000. For steel, which has a density of approximately 7850 kg/m³, the weight of a 40 x 6 mm flat bar per meter is roughly 1.88 kg/m. Therefore, a 40 x 6 mm flat bar weighs about 1.88 kg for every meter in length.
To calculate the weight of a 350x20 flat bar per meter, you can use the formula: weight (kg/m) = width (mm) × thickness (mm) × length (m) × density (kg/m³). The density of steel is approximately 7850 kg/m³. For a 350x20 flat bar, the weight per meter would be approximately 350 mm × 20 mm × 1 m × 7850 kg/m³ ÷ 1,000,000 = 55 kg/m.
To calculate the weight per meter of a 30x3 mm mild steel (MS) flat bar, you can use the formula: weight (kg/m) = (width x thickness x density) / 1000. The density of mild steel is approximately 7850 kg/m³. For a 30x3 mm flat bar, the weight per meter would be approximately 0.706 kg/m.
A meter rule is a measuring instrument typically used in science and engineering to measure length or distance in metric units. It is a long, flat, rectangular ruler usually one meter in length, with markings in centimeters and millimeters along its edge. The meter rule is a precise tool that allows for accurate measurements to be taken in various applications, such as physics experiments, construction projects, and laboratory work.
2.207kg
The weight of a GI flat with dimensions 75x10 mm per meter length can be calculated as follows: 75mm x 10mm x 0.00785 (density of steel) = 5.8875 kg/meter.
Cupper flate 75x12mm kg/mtr
The weight of 50x6 copper flat per meter can be calculated by first finding the volume of the flat bar (50mm width, 6mm thickness, and 1000mm length) in cubic millimeters, then multiplying it by the density of copper (8.96 g/cm3) to get the weight in grams per meter. Finally, convert the weight from grams to the desired unit, such as kilograms or pounds.
The weight of a 40x6 mm galvanized iron (GI) flat bar per meter length can be calculated using the formula: weight (kg/m) = density (kg/m³) × volume (m³). The density of steel is approximately 7850 kg/m³. For a 40x6 mm flat bar, the volume per meter is 0.00024 m³, so the weight would be approximately 1.88 kg/m.
The weight of a 40 x 6 mm flat bar can be calculated using the formula: Weight (kg/m) = (Width (mm) x Thickness (mm) x Length (m) x Density (kg/m³)) / 1,000,000. For steel, which has a density of approximately 7850 kg/m³, the weight of a 40 x 6 mm flat bar per meter is roughly 1.88 kg/m. Therefore, a 40 x 6 mm flat bar weighs about 1.88 kg for every meter in length.
To calculate the weight of a 350x20 flat bar per meter, you can use the formula: weight (kg/m) = width (mm) × thickness (mm) × length (m) × density (kg/m³). The density of steel is approximately 7850 kg/m³. For a 350x20 flat bar, the weight per meter would be approximately 350 mm × 20 mm × 1 m × 7850 kg/m³ ÷ 1,000,000 = 55 kg/m.
How can a flat area measure be in a length measure? Bananas are no apples.
1meter of 65*10 copper flat is 5.811Kgs.
The weight of a 40x5mm thick MS (mild steel) flat bar per meter can be calculated by multiplying the volume (area x length) by the density of mild steel. The area of the flat bar is 40mm x 5mm = 200mm². The volume per meter would be 200mm² x 1000mm = 200,000 mm³. The density of mild steel is around 7850 kg/m³, so the weight per meter would be 200,000 mm³ x 7850 kg/m³ = 1.57 kg/m.
To calculate the weight per meter of a 30x3 mm mild steel (MS) flat bar, you can use the formula: weight (kg/m) = (width x thickness x density) / 1000. The density of mild steel is approximately 7850 kg/m³. For a 30x3 mm flat bar, the weight per meter would be approximately 0.706 kg/m.
A meter rule is a measuring instrument typically used in science and engineering to measure length or distance in metric units. It is a long, flat, rectangular ruler usually one meter in length, with markings in centimeters and millimeters along its edge. The meter rule is a precise tool that allows for accurate measurements to be taken in various applications, such as physics experiments, construction projects, and laboratory work.