The length and height of a cuboidal warehouse is 6m, 4m and 4m
respectively. How many cube shaped boxes of side 40 cm will fill the
warehouse completely?
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Answer:
It is given that length, breadth and height of a room are 8 m, 5 m and 3 m respectively.
Area of four walls of the room is: 2h(l+b)
A=2h(l+b)=2×3(8+5)=6×13=78 m2
Area of the ceiling is:
A=l×b=8×5=40 m2
Total area of the four walls and the ceiling of the room is 78+40=118 m2
It is given that cost of white washing is Rs.15/m2, therefore,
Total cost of white washing is:
118×15=1770
Hence, the cost of white washing the walls is Rs.1770.
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Volume of cuboid v1= 600x400x400 cm^3
Volume of a cube v 2= 40x40x40 cm^3
No of cubes filled in cuboidal ware house. = v1/v2
=600x400x400/64000
=1500 boxes
Volume of a cube v 2= 40x40x40 cm^3
No of cubes filled in cuboidal ware house. = v1/v2
=600x400x400/64000
=1500 boxes
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