I see.
So if we have a tank of height H, and we fill it with water with height h and then we close it tightly so it won't have contact with the atmosphere and assuming that a point A exists in the bottom of this sealed tank. What will be the pressure (under normal conditions) at that point A...
Hello all, i would like to know if atmospheric pressure exists on the surface of water in a completely sealed water tank.
So, does atmoshperic pressure exist even on surfaces that are not in contact with the atmosphere, meaning in closed areas above.
Thank you.
Never mind, I solved it.
(x/(x(1+1/x)))^x = (1/(1+1/x))^x = 1^x/(1+1/x)^x where 1^x = 1 and (1+(1/x))^x as x tends to inf = e^1
therefore as x tends to infinity the function tends to e^-1