# 6.3.4. Volume of a Cuboid

A construction worker used 3 000 bricks to build a wall. Calculate the volume of the wall in cubic meters if every brick has the shape of a cuboid with dimensions of cm, cm, and cm.

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Find the width of a cuboid having a volume of , a length of cm, and a height of cm.

Show SolutionFind the width of a cuboid whose length is cm, height is cm, and base area is .

Show SolutionFind the area of the base of a cuboid having a volume of , a length of cm, and a width of cm.

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Find the length of a cuboid having a volume of , a width of cm, and a height of cm.

Show SolutionA carton of juice has the shape of a cuboid with a square-shaped base having a side length of cm. If the height of the carton is cm, what is the volume of the juice necessary to completely fill it?

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Cuboid has dimensions of cm, cm, and cm. Cuboid has a base area of and a height of cm. Which is greater in volume?

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- B Cuboid

How many cubic centimeters are required to fill a cuboid-shaped box if its internal dimensions are cm, cm, and cm?

Show SolutionA tank has the shape of a cuboid of dimensions m, m, and m. What is the volume of water necessary to fill one third of the tank?

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A cuboid has dimensions of cm, cm, and cm. A second cuboid has a height of cm and a base whose area is . Find the difference between the volumes of the two cuboids.

Show SolutionA cuboid-shaped tank has dimension of m, m, and m. How much time is needed to fill the tank if water is being pumped into the tank at a rate of liters per minute?

Show SolutionThe sum of the length and width of a cuboid is cm, the sum of its width and height is cm, and the sum of its height and length is cm. Calculate the volume of the cuboid.

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The total area of a cuboid is and its lateral area is . Find the area of its base.

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Find the lateral area of a cuboid having a height of cm and a square base with a side length of cm.

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The volume of a cuboid whose dimensions are cm, cm, and cm .

Show SolutionWhat is the height of a cuboid whose volume is and length and width are cm and cm respectively?

Show SolutionThe perimeter of the base of a cuboid is cm. If the ratio between the length and width of its base is , where the height of the cuboid is cm, calculate its volume.

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