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Density of an irregular solid Investigation
Ordering Exercise
Put into correct sequence the steps to determine the density of an irregular solid
Check
1
???
Subtract the two readings to find the volume of the stone
Calculate density using the formula - Density = Mass/Volume
Pour some water into a graduated cylinder and note its volume
Note the new volume of the water
Using a piece of string, drop the stone into the cylinder
Find the mass of stone using a balance
2
???
Subtract the two readings to find the volume of the stone
Calculate density using the formula - Density = Mass/Volume
Pour some water into a graduated cylinder and note its volume
Note the new volume of the water
Using a piece of string, drop the stone into the cylinder
Find the mass of stone using a balance
3
???
Subtract the two readings to find the volume of the stone
Calculate density using the formula - Density = Mass/Volume
Pour some water into a graduated cylinder and note its volume
Note the new volume of the water
Using a piece of string, drop the stone into the cylinder
Find the mass of stone using a balance
4
???
Subtract the two readings to find the volume of the stone
Calculate density using the formula - Density = Mass/Volume
Pour some water into a graduated cylinder and note its volume
Note the new volume of the water
Using a piece of string, drop the stone into the cylinder
Find the mass of stone using a balance
5
???
Subtract the two readings to find the volume of the stone
Calculate density using the formula - Density = Mass/Volume
Pour some water into a graduated cylinder and note its volume
Note the new volume of the water
Using a piece of string, drop the stone into the cylinder
Find the mass of stone using a balance
6
???
Subtract the two readings to find the volume of the stone
Calculate density using the formula - Density = Mass/Volume
Pour some water into a graduated cylinder and note its volume
Note the new volume of the water
Using a piece of string, drop the stone into the cylinder
Find the mass of stone using a balance
Check
OK
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