Calculating Pressure at the Bottom of a Tank Using Density and Volume

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Homework Help Overview

The discussion revolves around calculating the pressure at the bottom of a tank filled with water, given the volume of ethyl alcohol that has the same mass. Participants are exploring the relationships between density, volume, and pressure in the context of fluid mechanics.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning, Assumption checking

Approaches and Questions Raised

  • Participants discuss the calculation of mass using density and volume, questioning the use of atmospheric pressure in the pressure equation. There are attempts to clarify the relationship between the dimensions of the tank and the pressure at the bottom.

Discussion Status

Several participants have provided insights into the calculations, with some suggesting the need to consider atmospheric pressure in their equations. There is an ongoing exploration of how to correctly apply the formulas for pressure and density, with no clear consensus yet on the correct approach.

Contextual Notes

Participants are working under the constraints of a homework assignment, which may impose specific requirements for the calculations, such as the need to express pressure in different units. There is also confusion regarding the dimensions of the tank and the appropriate density to use for the calculations.

  • #31
talaroue said:
How would I calculate that? Force=Pressure/Area
Calculate what? You are given Pb and you know Pa.
 
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  • #32
how do i know Pa already?<<<<<<This would solve all my problems?
 
  • #33
talaroue said:
how do i know Pa already?<<<<<<This would solve all my problems?
See post #27. That's what we've been talking about.
 
  • #34
I understand the equation, but i don't know how to come up with a number for Pa, to plug into the equation.
 
  • #35
talaroue said:
I understand the equation, but i don't know how to come up with a number for Pa, to plug into the equation.
Hint: What's atmospheric pressure in units of atm? :-p

(You can also express atmospheric pressure in standard units.)
 
  • #36
1 atm= 101300 Pa...thats it?
 
  • #37
talaroue said:
1 atm= 101300 Pa...thats it?
Sure. Note that the pressure at the bottom is given in units of atm.
 

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