Volume of a Cuboid

Q. Volume of a marble is 3 cubic cm. What would be the level of water if three-fifth marbles are removed?

1. 15 ml
2. 17 ml
3. 21 ml
4. 24 ml

Q. The given solids are made up of small cubes of side 1 cm. Which of these solids are formed of more number of small cubes?

Q. A petrol storage tank has a base area of 800 sq. cm. The price of petrol is Rs. 99 per litre. What could be the level of petrol in the tank if a purchase of Rs. 990 was done?

1. 5.5 cm
2. 10.5 cm
3. 12.5 cm
4. 14.5 cm

Q. A big cube is made of few small unit cubes. If the edge along the height of the big cube is shared by 4 unit cubes, what is the volume of the big cube?

Q. Find the volume of the cuboid shown below.

1. 462 cubic ft
2. 472 cubic ft
3. 452 cubic ft
4. 464 cubic ft

Q. A big cubical box is filled with small cube boxes of 1 cubic unit each.


The volume occupied by all the small cube boxes is cubic units.

1. 6
2. 8
3. 10
4. 12

Q.

The dimensions of a brick is 30 cm $\times$ 10 cm $\times$ 5 cm. The volume of 10 such bricks will be ___ $c{m}^3$.

1. 3000

2. 4500

3. 1500

4. 15000

Q.
What is the volume of the above cuboid?

1. $480$ cubic units
2. $360$ cubic units
3. $600$ cubic units
4. None of the above

Q. Which shape has larger volume, if the dimension of each small cube is $1\times 1\times 1$?

1. 
2. 

Q. Juice packs consumed by Mr. Woody and Mr. Noody are shown below.

Who consumed less juice?

1. Mr. Woody
2. Mr. Noody
3. Both measure equal volume
4. Can't be found

Q. Calculate the number of different-sized rectangular solids with a volume of $32$ cubic units are there such that each dimension has an integer value.

1. $6$
2. $4$
3. $5$
4. $10$

Q. Help Tobby in choosing the correct formula for the volume of a cuboid.

1. Length x Width x Width
2. Length x Width x Length
3. Height x Width x Width
4. Length x Width x Height

Q. Mr. Nobody has a box in the shape of a cuboid which has length of 1 ft, width of 1 ft, and height of 2 ft. Calculate the volume of the box.

1. 3 cubic ft
2. 4 cubic ft
3. 2 cubic ft
4. 5 cubic ft

Q. Professor Burger built a cuboidial tank. How much water can he fill in this tank?

1. 160 cubic m
2. 250 cubic m
3. 150 cubic m
4. 140 cubic m

Q.

A match box measures $4\mathrm{cm}\times 2.5\mathrm{cm}\times 1.5\mathrm{cm}$. Then which of the following does not represent: the volume of a packet containing $12$such boxes, is

1. $12\times 15{\mathrm{cm}}^3$

2. $(12\times 4\times 2.5\times 1.5){\mathrm{cm}}^3$

3. $180{\mathrm{cm}}^3$

4. $(4\times 2.5\times 1.5){\mathrm{cm}}^3$

Q. Professor Burger made a cuboidal container which has the dimensions 3 m, 4 m, 5 m. What is the volume of the container?

1. 20 cubic meter
2. 40 cubic meter
3. 60 cubic meter
4. 80 cubic meter

Q. Volume of a rectangular prism equals $length\times width\times height$.

1. True
2. False

Q.

Find the volume of a cuboid whose base area is 10 square metres and the height is 5 metre.

1. 2 metres

2. 50 square metres

3. 15 cubic metres

4. 50 cubic metres

Q. What is the volume of a cube (in cu cm) if the area of its base is 64 sq cm?

1. 128
2. 256
3. 512
4. 768

Q. A covered wooden box has the inner measures as $115cm,75cm$ and $35cm$ and the thickness of wood is $2.5cm$. The volume of the wood is :

1. $81000cu.cm$
2. $81775cu.cm$
3. $82125cu.cm$
4. $Noneofthese$

Q.

How many dimensions a solid has?

Q. If 4 families each use 4 buckets of 16 m${}^3$ water daily from a 4096 m${}^3$ tank, then the water will last for .

1. 16 days
2. 21 days
3. 14 days

Q. The volume of the given cuboid is cubic cm.

Q. The volume of river of width 10 m and depth 6m flowing at a speed of 2 km per hr in 1 min is .

1. $4000m^3$
2. $2000m^3$
3. $8000m^3$
4. $6000m^3$

Q. Rocky the brick maker made a brick with the given dimensions. Calculate its volume.

1. 600 cubic cm
2. 350 cubic cm
3. 1, 400 cubic cm
4. 700 cubic cm

Q. How many bricks of 48 cubic units can be stored in a room of dimensions 12 x 4 x 10?

1. 15
2. 12
3. 10
4. 18

Q. A closed metal box measures $30cm\times 20cm\times 10cm$. Thickness of the metal is 1 cm. The volume of the box is

1. $1041$ $c{m}^3$
2. $6000$ $c{m}^3$
3. $4536$ $c{m}^3$
4. $1968$ $c{m}^3$

Q. Cuboids are the generalization of .

1. Square
2. Rectangle
3. Triangle

Q. A cube of edge $3$ cm of iron weighs $12$ g. What is the weight of a similar cube of iron whose edge is $12$ cm?

1. $768$ g
2. $678$ g
3. $964$ g
4. $864$ g

Q. The cuboids measured by Tobby and Bobby are shown below.
Who will measure more volume?

1. Tobby
2. Bobby
3. Both will measure equal volume
4. Can't be determined