The given figure shows the net of a cuboid whose height is 0.5 m. If the top face of the cuboid is a square, and the area of each side face is 2 $m^{2}$ , the area of the bottom face (in $m^{2}$ ) will be:

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Solution

The correct option is C 16

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Similar questions

S1 : Total surface area of a cuboid is sum of areas of 4 faces excluding top and bottom faces.

S2 : Lateral surface area of a cuboid is sum of areas of 4 faces excluding top and bottom faces.

S3 : Volume of a cuboid is of the form xyz

Which of the following options is correct?

Which of the following option is correct?

S1 : Total surface area of a cuboid is the sum of areas of 4 faces excluding top and bottom faces.

S2 : Lateral surface area of a cuboid is the sum of areas of 4 faces excluding top and bottom faces.

S3 : Area of a face of a cuboid is of the form xy, where x and y are length and breadth respectively.

Based on the statements given below, choose the correct option.
S1 : Total surface area of a cuboid is the sum of areas of four of its faces, leaving the top and bottom faces.
S2 : Lateral surface area of a cuboid is the sum of areas of four of its faces, leaving the top and bottom faces.
S3 : Area of a face of a cuboid is of the form $x y,$ where $x$ and $y$ are the length and breadth of that face respectively.

Q. The given figure represents a net of a cube. Each face of the cube is

x

-units wide.
Which formula can be used to find a, the combined area of the top and bottom faces of the cube?

Q. An aquarium is in the form of a cuboid whose length

(l)

is 50 cm, breadth

(b)

is 40 cm and height

(h)

is 30 cm. The base, back face and side faces are to be covered with a coloured paper. Find the area of the paper required to cover the aquarium. (Note that the front face and top face are not covered.)

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The given figure shows the net of a cuboid whose height is 0.5 m. If the top face of the cuboid is a square, and the area of each side face is 2 m2, the area of the bottom face (in m2) will be:

The correct option is C 16

The given figure shows the net of a cuboid whose height is 0.5 m. If the top face of the cuboid is a square, and the area of each side face is 2 $m^{2}$ , the area of the bottom face (in $m^{2}$ ) will be: