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Cm is a unit of distance; kg is a unit of weight. They are incompatible. 0.5 kg = 50,000 cg
I think you meant 3.15 km, not kg. Kg is a unit of weight. Anyway, 3.15 km=315000 cm.
Strangely enough, 2 centimetres is 2 cm.
2 km = 2*105 cm
400 kg
A kilogram cannot be converted into psi since they are units of different natures. Psi is a unit of pressure and can be expressed as kg/cm^2 in metric. One kg/cm^2 is equal to 14.223 psi.
Park Bom=166 cm 47 kg Minji=164 cm 44 kg Dara=162 cm 40 kg CL=163 cm 45 kg
1 kg = 2.2 pounds 1 cm = 0.39 inch so 1 kg/cm2 = 2.2/(0.39)^2 psi = 14.2 psi
This makes no sense, they are not the same type of units.
375kg/m3
the density of an object that is 10 cm by 2 cm and has a mass 400g will be 10000 Kg m-3. This can be calculated by the formula, density = mass/volume
2,000 kg
2 cm
length x width x height x specific weight example : 10 cm x 5 cm x 2 cm x 1 kg/cm3 = 100 kg
in 1 kg how many in cm
torque = force * lever length if its balanced, then clockwise torque = anticlockwise torque. if 5kg mass is 20 cm right of fulcrum, then clockwise torque= 5*20 =100 kg-cm therefore anticlockwise torque to balance = 100 kg-cm if 100 (kg-m) = x(kg) * 80(cm), then x = 100(kg-cm)/80(cm) then x = 1.25 kg
As you have not given the shape of the bar but ask for a diameter I am going to assume the bar is cylindrical in shape. From the mass and density the volume can be calculated: density = mass / volume → volume = mass / density From the volume the diameter can be calculated: volume_cylinder = π × radius² × length → radius = √(volume / (π × length)) And diameter = 2 × radius However, as density is mass/volume, and mass and volume both have units, density has units which you have neglected to include; is it kg/m³, kg/l, kg/cm³, kg/mm³, g/m³, g/l, g/cm³, g/cm³, lb/ft³, lb/in³, t/ft³, etc? (The common metric ones are kg/m³ and g/cm³.) A quick search shows that it should be 7.86 g/cm³,;the calculation needs to be done with consistent units, so I'll take the easy option and work with the mass in g and the lengths in cm: 1 kg = 1000 g 10 mm = 1 cm So we have: mass = 47.3 kg = 47.3 × 1000 g = 47300 g length = 625 mm = 625 ÷ 10 cm = 62.5 cm density = 7.86 g/cm³ And can now calculate: diameter = 2 × radius → diameter = 2 × √(volume / (π × length)) → diameter = 2 × √(mass / (density × π × length)) → diameter = 2 × √(47300 g / (7.86 g/cm³ × π × 62.5 cm)) → diameter = 2 × √(47300 / (7.86 × π × 62.5) cm²) → diameter ≈ 11.1 cm = 11.1 × 10 mm = 111 mm