A hemispherical pond is filled with 523.908 m3 of water. Find the maximum depth of pond.
Given.
Volume of hemisphere = 523.908 m3
Formula used/Theory.
Volume of hemisphere =
πr3
As maximum depth is height of pound
But in case of hemisphere radius is height of pound
πr3 =
× r3 = volume
Volume = 523.908 m3
Equating both
× r3 = 523.908 m3
× r3 = 523.908 m3
r3 = ![]()
r3 = 250.047 m3
r = ∛(250.047 m3)
r = 6.3 m
Couldn't generate an explanation.
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