a swimming pool of length breadth and height 30m,20m and 12m respectively is dug in a field 500m by 30m the earth dug out is then evenly spread over the remaining portion of the field by how much is the level of the field raised
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We need to calculate the volume of the earth dug out:
Vol = length × width × height
Length = 30
Width = 20
Height = 12
Volume = 12 × 30 × 20 = 7200
= 7200m³
Now the surface area of the field is :
A = 500 × 30 = 15000 m²
The remaining portion of the field equals to :
Total area less the area of the hole.
15000 - (30 × 20) = 14400 m²
The level of the soil is :
7200/14400 = 0.5
= 0.5 m
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