   Density is defined as the mass in a unit of
    volume.
   In the SI unit system, mass is measured in kg
    and volume is measured in m3, thus, the unit
    of density is kg/m3 (kilogram per cubic
    meter). But this is inconvenient for most
    substances, therefore, g/cm3 (gram per cubic
    centimeter) is a more common unit of
    density.
 Densityis a
 characteristic
 property of
 matter. We can
 differentiate
 substances by
 using their
 densities.
How to
manipulate the
formula
In order to calculate the density of an object,
first we measure its mass with a scale, then
we find its volume by measuring it with a
ruler, if it has a regular shape. Otherwise we
use the graduated cylinder method for
irregular objects, and liquids. Then, by
dividing mass by volume, we find the density
of the object.
What is the volume of 24 tons of
cement? (dcement = 3000 kg/m3)


Calculate the mass of copper
having the same volume as 31,5 g
of silver. Use Table 1.7.
A bottle has a mass of 70 g when it
is empty, 90 g when it is full of
water and 96 g when it is full of a
liquid. What is the density of the
liquid in g/cm3 and kg/m3 ?
Calculate the mass of air (at 0° C)
in a room having dimensions of 3
m, 6 m, 5 m. See Table 1.7.
   The density of a mixture is found by dividing
    the total mass of the mixture by its total
    volume.
1.3 kg of a liquid and 2 kg of
water are mixed in a container.
Find the density of the mixture.
Take dliquid = 1.3 g/cm3 and dwater
= 1 g/cm3.
Two different substances of
volumes 200 cm3 and 300 cm3 are
mixed to make an alloy. If their
densities are 1.2 g/cm3 and 1.6
g/cm3 respectively, find the
density of the alloy.
One complete rotation of earth
around its axis is called one day. It
is equal to 24 hours (h), 1 hour is
60 minutes (min) and 1 minute is
60 seconds (s). The unit of time is
the second. A stopwatch or clock
is used to measure time.
What is the equivalent of one week
in terms of hours, minutes and
seconds?

Density

  • 2.
    Density is defined as the mass in a unit of volume.
  • 3.
    In the SI unit system, mass is measured in kg and volume is measured in m3, thus, the unit of density is kg/m3 (kilogram per cubic meter). But this is inconvenient for most substances, therefore, g/cm3 (gram per cubic centimeter) is a more common unit of density.
  • 4.
     Densityis a characteristic property of matter. We can differentiate substances by using their densities.
  • 6.
  • 7.
    In order tocalculate the density of an object, first we measure its mass with a scale, then we find its volume by measuring it with a ruler, if it has a regular shape. Otherwise we use the graduated cylinder method for irregular objects, and liquids. Then, by dividing mass by volume, we find the density of the object.
  • 8.
    What is thevolume of 24 tons of cement? (dcement = 3000 kg/m3) Calculate the mass of copper having the same volume as 31,5 g of silver. Use Table 1.7.
  • 9.
    A bottle hasa mass of 70 g when it is empty, 90 g when it is full of water and 96 g when it is full of a liquid. What is the density of the liquid in g/cm3 and kg/m3 ?
  • 10.
    Calculate the massof air (at 0° C) in a room having dimensions of 3 m, 6 m, 5 m. See Table 1.7.
  • 11.
    The density of a mixture is found by dividing the total mass of the mixture by its total volume.
  • 13.
    1.3 kg ofa liquid and 2 kg of water are mixed in a container. Find the density of the mixture. Take dliquid = 1.3 g/cm3 and dwater = 1 g/cm3.
  • 14.
    Two different substancesof volumes 200 cm3 and 300 cm3 are mixed to make an alloy. If their densities are 1.2 g/cm3 and 1.6 g/cm3 respectively, find the density of the alloy.
  • 15.
    One complete rotationof earth around its axis is called one day. It is equal to 24 hours (h), 1 hour is 60 minutes (min) and 1 minute is 60 seconds (s). The unit of time is the second. A stopwatch or clock is used to measure time.
  • 16.
    What is theequivalent of one week in terms of hours, minutes and seconds?