A cylindrical shaped well of depth 20 m and diameter 14 m is dug. The dug out soil is evenly spread to form a cuboid-platform with base dimension 20 m x 14 m. Find the height of the platform.
Given, Depth of well = Height of well = 20 m
Diameter of well = 14 m
Radius of well = ![]()
= 7 m
Volume of well =
r2h
=
7
7
20
= 3080 m3
⇒ Volume of platform = Volume of well
⇒ l
b
h = 3080
⇒ 20
14
h = 3080
⇒ H = ![]()
⇒ H = 11 m
The height of the platform is 11 m.
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