Water pours in to a cylindrical tank of base radius 3 m at a constant rate of 1.2
kl per hour. How much does the water level rise in 6hours?
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Given,
The radius of the base of the tank is 3 metres
The water pouring rate is 1.2 KL per hour
To find,
The rise of the water level in 6 hours.
Solution,
First of all, we have to simplify the water pouring rate.
1.2 KL = 1200 litres
(Term of unit conversion 1 KL = 1000 litres)
Amount of poured water in 6 hours
= 1200 × 6
= 7200 litres
= 7.2 m³
(Term of unit conversion 1 m³ = 1000 litre)
Let,the rise of the water level = h metres
Volume = π × (3)² × h = 22/7 × 9 × h = 198h/7 m³
According to the data mentioned in the question,
198h/7 = 7.2
h = 7.2×7/198
h = 0.25
Hence, the level of water rising will be 0.25 metres.
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