density=mass/volume
7.850=2500kg/(0.47*L*0.914)
Ravindra
Table dimension is 59"x35"x29" please calculate volumetric weight in KG Table dimension is 59"x35"x29" please calculate volumetric weight in KG {| |- | Volumetric WeightVolumetric WeightVolumetric Weight * Volumetric Weight|}
friability F=I-F.100/I where I =Iinitial weight of tablets , F = weight after friability. Normal limit less than 1%.
D=Diameter L=Length ={(D^2)/(162)*L}
Without knowledge of the material you cannot.
The mass of a pipe depends on four variables: ¨ the material it is made from, ¨ its length ¨ its outer diameter ¨ the thickness of the material. The inner diameter can replace the thickness. Without information on all four it is not possible to answer the question. There is no information on the thickness of the material.
AREA*THICKNESS(length)*7.85 pi*r2*t*7.85 - in mm
Weight of pipe per Meter in Kg for MS Pipes = 3.14 * (Outer diameter of pipe in Mtr. - wall thickness in Mtr. ) * Wall Thickness in Mtr. * 7850
kg = 6.16546 x width mm x OD2 x bore2 ---- 1000000
The answer is 12,553 m.
200*75*7
It is simple ! = length in meters *width in meters *thickness in mm*density of the material (i.e 8.1 in this case )
{2 x Height + Width - 2 x Thickness} (MM) x Length (MTR) x Thickness (MM) x {0.7843 x 0.01}
The formula for calculating weight of a solid shaft is dia x dia x length x 7.8 x 1000000. This formula is the most commonly used.
The weight of polypropylene sheets depends on their length, width and thickness.
specific weight of the sheet * area *thickness = weight of the sheet
Multiply the density of pewter (0.263 lbs/ cubic inch) by the volume. For a circle, the formula for volume (in inches) is pi (or about 3.14) x the square of the radius x the thickness; for a rectangle, the formula for volume (in inches) is width x length x thickness.
If it section is a rolled like beam,channel,square,angles&flat. weight=Length x unit weight unit weight of this section is=123kg/m^3 If it is plate or sheet weight=Length x width x thickness x 7.85(sp.gravity of steel)