A wall is made using cubes of side 4 meters. length, breadth and thickness of the wall are 20m, 16m and 12m respectively. how many cubes are needed to build the wall?
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Solution :-
Each edge of the cube = 4 m
Volume of each cube = Edge*Edge*Edge
⇒ 4*4*4
= 64 m³
Length of the wall = 20 m
Breadth of the wall = 16 m
Height of the wall = 12 m
Volume of the wall = Length*Breadth*Height
⇒ 20*16*12
⇒ 3840 m³
Number of cubes needed to build the wall = Volume of the wall/Volume of each cube
⇒ 3840/64
⇒ 60 cubes
Answer.
Each edge of the cube = 4 m
Volume of each cube = Edge*Edge*Edge
⇒ 4*4*4
= 64 m³
Length of the wall = 20 m
Breadth of the wall = 16 m
Height of the wall = 12 m
Volume of the wall = Length*Breadth*Height
⇒ 20*16*12
⇒ 3840 m³
Number of cubes needed to build the wall = Volume of the wall/Volume of each cube
⇒ 3840/64
⇒ 60 cubes
Answer.
Answered by
2
Hey friend! ☺
the answer will be 60 cubes.
the answer will be 60 cubes.
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