Please send a solution I am really confused about this question.
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Given Diameter of the pipe = 5mm at 10 m per minute.
Then the radius will be r = d/2
= 5/2 mm
= 5/2 * 1/10
= 1/4 cm.
Given that Flow rate of water = 10m per minute
= 1000 cm/min.
Given that diameter of a conical vessel = 40cm.
Then the radius will be r = d/2 = 20cm.
Given that height = 24cm.
We know that volume of the water = pir^2h
= 22/7 * (1/4)^2 * 24
= 1375/7
= 196.42 cm^3.
Capacity of the vessel = 1/3pir^2h
= 1/3 * 22/7 * (20)^2 * 24
= 70400/7
= 10057.142
Therefore the time required to fill the vessel = 10057.142/196.42
= 51.2.
Hope this helps!
Then the radius will be r = d/2
= 5/2 mm
= 5/2 * 1/10
= 1/4 cm.
Given that Flow rate of water = 10m per minute
= 1000 cm/min.
Given that diameter of a conical vessel = 40cm.
Then the radius will be r = d/2 = 20cm.
Given that height = 24cm.
We know that volume of the water = pir^2h
= 22/7 * (1/4)^2 * 24
= 1375/7
= 196.42 cm^3.
Capacity of the vessel = 1/3pir^2h
= 1/3 * 22/7 * (20)^2 * 24
= 70400/7
= 10057.142
Therefore the time required to fill the vessel = 10057.142/196.42
= 51.2.
Hope this helps!
siddhartharao77:
Thanks uday for the brainliest
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