NEW
Font size
WorksheetsVolume of Rectangular Prism
Total questions: 10
Worksheet time: 4mins
PROBLEM #1
What is asked in the problem?
The height of the container.
The volume of each chocolate bar.
The volume of the rectangular container.
The number of chocolate bars needed to fill the container
What are the given facts in the problem?
Length = 70 cm
Width = 40 cm
Height = 10 cm
Length = 10 cm
Width = 40 cm
Height = 70 cm
Length = 40 cm
Width = 70 cm
Height = 10 cm
Length = 70 m
Width = 40 m
Height = 10 m
What is the formula to be used?
Volume = Length x Width ÷ Height
Volume = Length + Width x Height
Volume = Length x Width x Height
Volume = Length x Width - Height
What is the number sentence?
Volume = 70 m x 40 m x 10 m
Volume = 70 cm x 40 cm x 10 cm
Volume = 70 cm x 40 cm + 10 cm
Volume = 70 cm + 40 cm ÷ 10 cm
What is the final answer?
The volume of the rectangular container is 2 800 cm3.
The volume of each chocolate bar is 28 000 m3.
The volume of the rectangular container is
28 000 cm3
The rectangular container needs 28 000 chocolate bars.
PROBLEM #2
What is asked in the problem?
The volume of wooden plank.
The volume of wooden plank when its lenght is reduced by 240 cm.
The number of plank.
The area of the wooden plank reduced by 240 cm.
What are the given facts?
360 cm long
40 cm wide
2 cm thick
240 cm long
40 cm wide
2 cm thick
360 cm long
40 cm wide
2 cm thick
Reduced 240 cm long
40 cm wide
2 cm thick
What is the formula to be used?
Volume = Length x Width ÷ Height
Volume = Length + Width x Height
Volume = Length x Width x Height
Volume = Length x Width - Height
What is the number sentence?
Volume = 360 cm x 40 cm x 2 cm
Volume = 120 cm x 40 cm + 2 cm
Volume = 120 cm x 40 cm x 2 cm
Volume = 120 cm + 40 cm ÷ 2 cm
What is the final answer?
The volume of the wooden plank is 9,600 cm3
The volume of the wooden plank is 96,000 m3
The volume of the wood is 960 m3
The volume of the wooden plank is 9,700 cm3
