Density = mass/volume
Density of the cube = 8g/2cm3 = 4g/cm3
Density = Mass/Volume = 150/6 = 25 grams per cm3.
2.1 grams per centimeter cubed
4 centimeters cubed! Density = grams/cm3 Density = 13 g/4 cm3 = 3.25 g/cm3 =========
120/200 = 3/5 = 0.6 g/cm3
Centimeters are not the right units to use for volume. Although, if it is centimeters cubed(cm^3) then it would be: 33.3g / 6.02cm^3 = 5.53156 g/cm^3
mass = density x volume Mass = 5 grams per centimeter cubed x 10 centimeters cubed = 50 grams
No. A gram is a unit of mass. Centimeters cubed is a unit of volume. A milliliter is equivalent volume to a cubic centimeter, though.Common units of density are grams/milliliter or grams/cm3, which are equivalent.
Density = Mass/Volume = 150/6 = 25 grams per cm3.
2.1 grams per centimeter cubed
Area of cylinder base = pi x Radius squared (πr2) Radius is in centimeters (cm) Area is in centimeters squared (cm2) ---- Volume = Area x Height Area is in centimeters squared (cm2) Height is in centimeters (cm) Volume is in centimeters cubed (cm3) ---- Mass = Volume x Density Density is in grams centimeter cubed (g/cm3) Volume is in centimeters cubed (cm3) Mass is in grams (g)
The volume of the substance can be found by dividing the mass by the density. In this case, the volume is 554 grams / 3.1 grams per cubic centimeter, which equals 178.71 cubic centimeters.
Any object with an average density of 1.538 g/cc.
The density must be 22.5 GRAMS per cm cubed, not 22.5 cm cubed. Then, Density = Mass/Volume implies Mass = Density*Volume = 22.5 * 5.42 = 121.95 grams.
Density = mass(in grams)/volume ( volume in centimeters cubed. cc ) 9.6 kilograms = 9600 grams 15 cm^3 = 3375 cc Density = 9600 grams/3375 cc = 2.84 grams/cubic centimeters ( or milliliters) ( real density of iron is 7.86 g/ml )
The density of the iron block is 7.9 g/cm^3. This is calculated by dividing the mass (15.8 grams) by the volume (2 cm^3).
Volume cannot be "centemeters squared. it must be "centimeters cubed" cm3. The density of a 30cm3 ball with mass 33.0 g is 33/30 = 1.1
If the density of mercury is 13.546 g per cm cubed, the volume occupied by 999 grams of mercury is 73.7 cubic centimeters. papadantonakis.com/images/d/d0/Chem_101_Lecture_Notes_6.pdf