Water flows out of a big tank along AB of length L and radius r and bent at right angles at other end as shown in the figure.
The rate of flow is Q m3/s. Calculate moment of force exerted by water on tube about A
Attachments:
Answers
Answered by
77
We know that,
Q = AV
But A = πr^2
So, V = Q/πr^2
Force = pAV^2 , p = density of water
Force = p(AV)V
We know AV = Q and V = Q/πr^2
So, Force = p x Q x Q/πr^2
Since , length is not negligible here,
Force = pQ^2l/ πr^2
Hope This Helps You!
Q = AV
But A = πr^2
So, V = Q/πr^2
Force = pAV^2 , p = density of water
Force = p(AV)V
We know AV = Q and V = Q/πr^2
So, Force = p x Q x Q/πr^2
Since , length is not negligible here,
Force = pQ^2l/ πr^2
Hope This Helps You!
Answered by
16
Heya....
===== Answer =======
Q = AV
Where, A= πr^2
V = Q/πr^2
Force is :- pAV^2 , p is density of water...
We know that,,
Force is ,, P(AV)V
AV = Q , V = Q/πr^2
Then final force will be --
P X Q X Q/πr^2
Lenght will not estimated here,, so...answer will be --
PQ^2 / πr^2 ...
Thank you
===== Answer =======
Q = AV
Where, A= πr^2
V = Q/πr^2
Force is :- pAV^2 , p is density of water...
We know that,,
Force is ,, P(AV)V
AV = Q , V = Q/πr^2
Then final force will be --
P X Q X Q/πr^2
Lenght will not estimated here,, so...answer will be --
PQ^2 / πr^2 ...
Thank you
Similar questions
Physics,
8 months ago
Social Sciences,
8 months ago
Social Sciences,
1 year ago
Math,
1 year ago
Math,
1 year ago
Math,
1 year ago