A well is dug 20 m deep and it has a diameter of 7 m. The earth which is so dug out is spread out on a rectangular plot 22 m long and 14 m broad. What is the height of the platform so formed?
Given: Height = 20 m
Diameter = 7 m
Length of plot = 22 m
Breadth of plot = 14 m
To find: The height of platform
Formula Used:
Area of rectangle = Length × Breadth
Volume of cylinder = πr2h
Given,
Depth of well = 20m
Diameter of well = 7 m
Radius of well = ![]()
Dimension of rectangular field = 22m × 14m
so,
Amount of earth dug out from well = πr2
![]()
=770 m3
when this earth is spread on rectangular field:
⇒ Volume of the well = Volume of rectangular field
⇒ Volume of the well = Area of rectangular field × Height of rectangular field
Then height of platform formed on rectangular field = ![]()
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