Bell Ringer
SPI 9.7 Apply an equation to determine the density of an object based on its mass and volume.
1. Solve each for each unknown density in the table.
2. Draw a density column 6 layers of liquid
3. Place each unknown (solids and liquids) in the density column appropriately,
Sub A
Mass
8.8g
Volume
10 mL
Sub B
23.75g
25 mL
Sub C
15g
15 mL
Sub D
18.4g
8 mL
Sub E
43.5g
5 mL
Sub F
31.5g
7 mL
194g
20 cm3
20.16g
28 cm3
18g
12 cm3
76.8g
24 cm3
Obj
Obj
Obj
Obj




Density
Sub A
Mass
8.8g
Volume
10 mL
Density
.88 g/mL
Sub B
23.75g
25 mL
.95 g/mL
Sub C
15g
15 mL
1.0 g/mL
Sub D
18.4g
8 mL
2.3 g/mL
Sub E
43.5g
5 mL
8.7 g/mL
Sub F
31.5g
7 mL
4.5 g/mL




194g
20 cm3
9.7 g/cm3
20.16g
28 cm3
.72 g/cm3
18g
12 cm3
1.5 g/cm3
76.8g
24 cm3
3.2 g/cm3
Obj
Obj
Obj
Obj
.72 g/cm
3
A = .88g/mL
B = .95 g/mL
C = 1.0 g/mL
= 1.5 g/cm
D = 2.3 g/mL
= 3.2 g/cm
3
3
F = 4.5 g/mL
E = 8.7 g/mL
=9.7 g/cm
3
Name _____________________________ Period ____________

1. Find the Density for each liquid.
2. Place each the liquids in the column, in the correct order, with their density.
Liquid
Orange Juice
Milk
Water
Corn Oil
Molasses
Soy Sauce
Mass
Volume
18g
8g
15g
30g
21g
15g
3mL
2mL
15mL
6mL
3mL
7.5mL
Density