Calculating Water Speed Through a Hose

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To calculate the speed of water through a hose with a diameter of 2 cm filling a 20 L bucket in 1 minute, the flow rate formula (flow rate = area × velocity) is essential. The area of the hose's cross-section must be used to determine the velocity, which was initially confused with the bucket's area. After recalculating, a speed of 1.06 m/s was obtained, which is a valid result for this scenario. However, the discussion highlights the need for clarity on pressure values in Bernoulli's equation, which remains unresolved. Understanding the correct application of flow rate and area is crucial for accurate calculations.
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Homework Statement



A water hose 2 cm in diameter is used to fill a 20 L bucket. If it takes 1 min to fill the bucket, what is the speed at which the water moves through the hose ( note 1L= 1000cm^3)

Homework Equations


Bernoulli's equation
P1+.5pv^2+pgh1=P2+.5pv^2+pgh2

The Attempt at a Solution


I tried to plug various numbers in, however the problem is unspecific and i am stuck on how to find pressures 1 and 2. can someone explain this to me?

 
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Have you tried the equation flow rate=Av?
 
Yeah after i posted this question i looked through the book and found that formula... but i used it for the area of the base of the hoseis rather than the bucket and got 1.06 m/s... is that okay?
 
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