plz solve the fastest and correct answer will be brainlist but no spam
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diameter of circular end of pipe = 2cm
so
radius (r1) of circular end of pipe =2/200m=0.01m
area of cross section=π×r1^2
=0.0001πm^2
Speed of water = 0.4 m/s = 0.4
60 = 24 metre/min
volume of water that flows in 1mins from pipe=24×0.0001πm^3
volume of water that flows in 30minutes from pipe=30×0.0024πm^3
so
radius (r1) of circular end of pipe =2/200m=0.01m
area of cross section=π×r1^2
=0.0001πm^2
Speed of water = 0.4 m/s = 0.4
60 = 24 metre/min
volume of water that flows in 1mins from pipe=24×0.0001πm^3
volume of water that flows in 30minutes from pipe=30×0.0024πm^3
aniketkaushalpbs6um:
Radius (r2) of base of cylindrical tank = 40 cm = 0.4 m
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Answer:
45 cm
Step-by-step explanation:
Given, Diameter of cylindrical pipe = 2 cm
Then, Radius = 1 cm.
Given, height of cylindrical pipe = 0.4 m/s = 40 cm.
Volume of water flows in 1 second = πr²h
= 3.142 * 40
Then, Volume of water flows in half an hour:
= 3.142 * 40 * 30 * 60
Now,
Volume of water flows = Volume of the cylinder
⇒ 3.142 * 40 * 30 * 60 = 3.142 * (40)² * h
⇒ 40 * 30 * 60 = 1600 * h
⇒ 720000 = 1600 * h
⇒ h = 45 cm.
Therefore, Level of water rise in the tank is 45 cm.
Hope it helps!
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