Geetha's house has a water sump in the shape of cylinder of dimensions $60$ cm diameter and depth is $70$ cm, then find how many liters of water does it hold.

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Solution

Given,
Height of cylinder $= 70 c m$
Diameter of cylinder $= 60 c m$
Radius of cylinder $=$ $\frac{d i a m e t e r}{2} =$ $\frac{60}{2} =$ $30 c m$
Volume of cylinder $=$ $π r^{2} h$
$=$ $π {(30)}^{2} (70)$
$= 198000$ $c m^{3}$
$= 198 l i t r e s$

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Geetha's house has a water sump in the shape of cylinder of dimensions 60 cm diameter and depth is 70 cm, then find how many liters of water does it hold.

Given,Height of cylinder =70cmDiameter of cylinder =60cmRadius of cylinder = diameter2=602=30cmVolume of cylinder = πr2h = π(30)2(70) =198000cm3 =198litres

Geetha's house has a water sump in the shape of cylinder of dimensions $60$ cm diameter and depth is $70$ cm, then find how many liters of water does it hold.

Given,
Height of cylinder $= 70 c m$
Diameter of cylinder $= 60 c m$
Radius of cylinder $=$ $\frac{d i a m e t e r}{2} =$ $\frac{60}{2} =$ $30 c m$
Volume of cylinder $=$ $π r^{2} h$
$=$ $π {(30)}^{2} (70)$
$= 198000$ $c m^{3}$
$= 198 l i t r e s$