How many bricks, each of size 25 cm × 13.5 cm × 6 cm, will be required to build a wall 8 m long 5.4 m high and 33 cm thick?
Answers
Answered by
268
Solution:-
To solve these types of questions, simply divide the volume of the wall with the volume of one brick to get the required number of bricks to be used to build the wall.
Length of wall = 8 m = 800 cm
Height of wall = 5.4 m = 540 cm
Thickness or width of wall = 33 cm
Volume of the wall = L*B*H
= 800*540*33
= 14256000 cu cm
Volume of one brick = 25*13.5*6
= 2025 cu cm
Total number of bricks required = Volume of the wall/Volume of one brick
= 14256000/2025
= 7040
So, 7040 bricks will be needed.
Answer.
To solve these types of questions, simply divide the volume of the wall with the volume of one brick to get the required number of bricks to be used to build the wall.
Length of wall = 8 m = 800 cm
Height of wall = 5.4 m = 540 cm
Thickness or width of wall = 33 cm
Volume of the wall = L*B*H
= 800*540*33
= 14256000 cu cm
Volume of one brick = 25*13.5*6
= 2025 cu cm
Total number of bricks required = Volume of the wall/Volume of one brick
= 14256000/2025
= 7040
So, 7040 bricks will be needed.
Answer.
Answered by
60
volume of bricks = 25× 13.5×6
= 2025
volume of wall = 800cm × 33× 540
= 14256000
therefore number of bricks required to build a wall = 14256000/ 2025
= 7040 ans
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