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What number is 3000 more than 4850?
The number that is 3000 more than 4850 can be found by adding 3000 to 4850. Therefore, the number is 7850.
How many rainforceing steel bars per ton of different sizes?
for density of steel @ 7850 kg/m3 you can use No of bars (12 m long) per ton = (13500 / D2) where D= bar diameter in mm
1 square meter of 20 mm thick steel is equal to how many kgs?
Use steel density of 7850 kg / cubic metre, express all dimensions in metres. > volume = 1 * 1 * 0.02 = 0.02 cubic metres, then: 0.02 cubic metres @ 7850 kg / cubic metre = ( 0.02 * 7850 ) 157 kg
How many square meters in one ton of structural steel?
The density of steel is 7850kg/m3 so a 1m2 of 1mm sheet would weigh 7850 x 0.001 = 7.85kg
What is the mass of solid iron wrecking ball with a radius of 18cm with solution?
Formula for sphere volume: 4/3πr³ Plug in 18 for r; the volume is 24429 cm³. Density of iron: 7850 kg/m³ 24429 cm³ • 7850 kg/m³ = 191.76765 kg
What is the area of a circle with a diameter of 100 feet?
7850 sq ft. Formula is pi x R squared. Diameter of 100 means Radius (r) is 50. 50 squared (multiplied by itself) is 25000. Multiply THAT by the value of pi- or 3.14, and you get 7850 sq ft.
What is the radius of a circle if the area is 7850?
To find the radius of a circle given its area, you can use the formula A = πr^2, where A is the area and r is the radius. In this case, if the area is 7850, you would set up the equation as 7850 = πr^2. To solve for r, you would divide both sides by π and then take the square root, giving you the radius of the circle.
If the area of a circle is 7850 square yards what is the radius of the circle?
The radius would be 49.987 yards.
What is the formula for calculating weight of round ms bar?
Density = mass/volumeThe unit weight of steel is 7850 kg/m3volume of bar = (πd2/4)*Lhence mass = ((πd2/4)*L)*7850= ((3.14 *d2/4)*1)*7850 for unit length= 0.785*d2*7850= 6162.25 d2 if d is in metersor d2 /162 if d is in mm.By putting the value of diameter of rod, you can calculate the unit weight of any size tmt bar.
How many miles is 7850 meters?
7850 meters = About 5 miles (4.87776386).
How many acres are in 7850 square miles?
Answer: 7850 acres = 12.2656 mi²
What is the weight of a steel rod whose dimension are 40mm diameter and 1 meter length?
The density of steel is around 7850 kg / m3 therefore to find the weight of the steel rod we need to know it's volume.A rod is more commonly described as a cylinder in geometry which has a volume equal to the following:Pi x r2 x hWherer = radius of cylinder (m)h = height of cylinder (m)Volume = Pi x (0.02 x 0.02) x 1Volume = 0.00125 m3Therefore the mass of the rod = 0.00125 x 7850Mass = 9.81 kgWeight = 9.81 x 9.81Weight of rod = 96.2 Newtons
What is the weight of a steel rod whose dimensions are 25mm diameter and 3050mm long?
To calculate the weight of the steel rod, you first need to find the volume using the formula for the volume of a cylinder (V = πr^2h, where r is the radius and h is the height). Then, you can calculate the weight by multiplying the volume by the density of steel, typically around 7850 kg/m^3. Finally, convert the volume into meters before calculating the weight to ensure consistent units.
What is the unit weight of 20 mm dia tmt bar?
Density = mass/volumeThe unit weight of steel is 7850 kg/m3volume of bar = (πd2/4)*Lhence mass = ((πd2/4)*L)*7850= ((3.14 *d2/4)*1)*7850 for unit length= 0.785*d2*7850= 6162.25 d2 if d is in metersor d2 /162 if d is in mm.By putting the value of diameter of rod, you can calculate the unit weight of any size tmt bar.
What is the weight of 4.75mm diameter steel bar per meter?
weight = density * volumeUsing steel density @ 7850 kg / cu. metreDimensions in metres>volume = pi * r * r * l = 3.1416 * 0.0125 * 0.0125 * 1.0= 0.00049087 cu.metres>weight = 7850 * 0.00049087 = 3.853 kg
What is the weight of mild steel pipe OD 40mm and wall thickness 4mm?
=3.14 * (Diameter of pipe in Mtr. - wall thickness in Mtr. ) * Wall Thickness in Mtr. * 7850
What is the weight of 25 mm diameter reinforcing bar per meter?
Weight = {(3.1416 (0.025)^2) / 4 }* 7850 kg/m^3 * 1m = 3.85336 kg/.
