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  • If I have two containers differs in size but the same height, both with . . .
    Would both holes have the same water pressure? or would the bigger container have higher water pressure given both have the same height? In other words, would the hole with bigger volume shoots out faster farther? Thank you
  • Two containers hold the same volume but have different shapes . . .
    The correct conclusion is that the pressure at the bottom of both containers is the same due to having the same water volume, despite their different shapes All other statements depend on specific depths and are not universally true
  • Two containers that have the same volume (let say 500 liter) but are . . .
    It is not true Imagine each container displaces one liter and that we are feeding these containers with a constant-speed pump running at one liter per minute It will then take one minute to fill either of those two containers; their shape has nothing to do with it
  • Hydrostatic Paradox | Fluid Pressure - Concepts of Physics
    The hydrostatic paradox is a counterintuitive phenomenon related to fluid pressure It states the fact that in different shaped containers, with the same base area, which are filled with a liquid of the same height, the applied force by the liquid on the base of each container is exactly the same
  • MD3-41 Liquid Volume - JUMP Math
    Point to the pair of containers and ASK: Which container has less liquid? (the first) How can you tell from the lines on the outside of the containers? (the mark for the liquid level on the first container is lower than the mark on the second container)
  • Two Cylinders Dimensions with Equal Volume Calculator
    This tool will calculate the measurement of a selected dimension for one of the two cylinders, which is necessary to ensure both cylinders have the same volume
  • Solved: The two containers shown below have the same capacity, and are . . .
    The 3D view shows two containers with the same capacity but different shapes One is tall and narrow, the other is short and wide The 2D view indicates that both containers are filled with water at the same steady rate 😉 Want a more accurate answer? Get step by step solutions within seconds
  • Liquid Volume
    These two containers look different – one is short and wide, and the other is tall and narrow It might seem like they don’t have the same volume, or can’t hold the same amount of orange juice, but we need to calculate their volumes to be sure
  • two containers are able to hold the same volume but they have different . . .
    You have two containers available that are large enough for that volume, a tall and narrow container and a short and wide container But, you are concerned that the material from which the containers are made might be too weak and might break from the pressure
  • Imagine that the 2 containers have the have the same height and width . . .
    Containers with the same volume, regardless of shape, will be able to hold equal amounts of water However, if two containers with DIFFERENT shapes will NOT be completely filled up, the volume they hold will differ at the same water level (height)





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