Bernoulli equation application

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Why is the water level in the object above the water level of the current? How to apply Bernoulli equation in this case?
 

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The water level in the object is above the water level in the current because the current is supplying enough pressure to push the water that high. The current has a velocity, and you can probably imagine that faster velocity entails a higher water level in the object. There is also a distance involved, which is the height of the fluid in the object. Velocity, pressure, and distance are all part of Bernoulli's equation.
 
I know all that, but how would the equation look like in this case.
 
I know the standard form. What must be the velocity so that the water level in the object is above the normal level? Is it: V>sqrt(2pa/ro)
 
Could you please elaborate why?