Buoyance - pressure on brick immersed in water

In summary, when a brick is totally immersed in water with its long edge vertical, the pressure on the brick will be greatest at the bottom, as it is the surface with the most depth and thus, the most pressure. This is determined by the depth beneath the surface and is consistent on all surfaces of the brick.
  • #1
bigboss
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Homework Statement



Consider a brick that is totally immersed in water. The long edge of the brick is vertical. The pressure on the brick is

A)greatest on the sides of the brick.
B)greatest on the bottom of the brick.
C)greatest on the face with largest area.
D)greatest on the top of the brick.
E)the same on all surfaces of the brick.


Homework Equations



fb=pvg


The Attempt at a Solution



i am guessing that it would be the same on all surfaces of the brick.
 
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  • #2


What determines the pressure at a given point under the water surface?
 
  • #3


depth
 
  • #4


bigboss said:
depth
Exactly! Pressure depends on the depth beneath the surface. Use that to revise your answer.
 
  • #5


so it would be the bottom of the brick, because it has the most depth, thus the most pressure
 
  • #6


bigboss said:
so it would be the bottom of the brick, because it has the most depth, thus the most pressure
Correct.
 

FAQ: Buoyance - pressure on brick immersed in water

What is buoyancy?

Buoyancy is the upward force exerted by a fluid (such as water) on an object immersed in it.

How does an object's shape affect its buoyancy?

An object's shape affects its buoyancy by changing the amount of fluid displaced and therefore the amount of upward force exerted on the object.

How does pressure change as an object is immersed in water?

As an object is immersed in water, the pressure on the object increases with depth due to the weight of the water above it.

How does the density of an object affect its buoyancy?

The density of an object affects its buoyancy by determining whether it will sink or float in a fluid. If the object is less dense than the fluid, it will float. If it is more dense, it will sink.

What is the equation for calculating buoyant force?

The equation for buoyant force is FB=ρVg, where FB is the buoyant force, ρ is the density of the fluid, V is the volume of the fluid displaced, and g is the acceleration due to gravity.

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