A milk tank is in the form of a cylinder whose radius is 1.5 m and length is 7 m. Find the quantity of milk in liters that can be stored in the tank.

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Solution

Given : Radius of cylindrical tank (r) = 1.5 m and height of cylindrical (h) = 7 m
Volume of cylindrical tank = $π r^{2} h$
$= \frac{22}{7} \times 1.5 \times 1.5 \times 7$
$= 49.5 m^{3}$
$= 49.5 \times 1000 l i t r e s [1 m^{3} = 1, 000 l i t r e s]$
$= 49, 500 l i t r e s$
Hence, the required quantity of milk is 49,500 litres.

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A milk tank is in the form of a cylinder whose radius is 1.5 m and length is 7 m. Find the quantity of milk in liters that can be stored in the tank.

Given : Radius of cylindrical tank (r) = 1.5 m and height of cylindrical (h) = 7 m Volume of cylindrical tank = πr2h =227×1.5×1.5×7 =49.5 m3 =49.5×1000 litres [1m3=1,000 litres] =49,500 litres Hence, the required quantity of milk is 49,500 litres.