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Vol = 10 cm * 5 cm * 40 cm = 2,000 cm3
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∙ 12y ago
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What is volume of a 20 cm x 30 cm 40 cm rectangular box?
24,000 cu cm 20x30=600 600x40=24,000
What is the volume of a box measuring 8mmX10cmX5cm?
400 cm 3
What is the volume of a box if the height is 150 centimeters the length is 40 centimeters and the width is 20 centimeters?
Volume = length x width x height. 40 cm x 20 cm x 150 cm = 120,000 cm3 or cc (cubic centimeters). Volume = Length x Width x Height. Hence, 40x20x150 = 120,000 cubic cm
What is the volume of an iron cube that measures 10cmx10cmx10cm?
Volume = 10 cm*10 cm*10 cm = 1000 cm3
What is the volume of 20cm x 40cm x 10cm?
It is: 20*40*10 = 8,000 cubic cm
What is the volume in liters of a box if the box is 240 cm X 40 cm X 1 cm?
Volume = 240*40*1 cubic centimetres = 9600 cc = 9.6 Litres
A box has the dimensions 20 cm by 10 cm what is its volume?
Your dimensions are for a square. You need one more dimension for a box.
What is volume of a 20 cm x 30 cm 40 cm rectangular box?
24,000 cu cm 20x30=600 600x40=24,000
What is the side of the cubical box with volume 1000 cubic cm?
10
What is the volume of a shoe box that is 10 cm high 5 cm long and 2 cm wide?
100
How do you figure out the volume of a box that is eight cm deep ten cm wide and twelve cm tall?
The volume is 8*10*12 = 960 cm3.
What is the volume of a box measuring 8mmX10cmX5cm?
400 cm 3
What is the volume of the box 14cm10cm12cm?
It is: 14*10*12 = 1680 cubic cm
What is the volume of a box that is 2 cm long 3 cm wide and 10 cm high?
60 cubic cm
How do you find the volume of a rectangle?
You times the Length times the Width times the Height. L*W*H= your answer Example: What is the volume of the box? The base is: 20 cm, the height is: 30 cm, and the width is 10 cm. 20 times 30 times 10= 600 times 10= 6,000 cm So the area of the box is: 6,000 cm
What is the volume of a box 10 centimeters and an area of 16 centimeters?
10*16 = 160 cubic cm
What is the equation of a box 6 cm in length 8 cm in height and 10 cm in width?
A box has no equation. There are different equations for its volume, its surface area, the longest (principal) diagonal.
