Manometer Diagram with Barometric Pressure?

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SUMMARY

The discussion focuses on calculating the pressure of a gas sample using a manometer, where the height difference of mercury is 30.0 mm and the barometric pressure is 754.0 mm Hg. Two scenarios are presented: if the gas pressure is greater than atmospheric pressure, the gas pressure is calculated as 780 mm Hg; if it is less, the gas pressure is 724 mm Hg. The conversions to kiloPascals yield 103.974 kPa and 96.509 kPa, respectively. The user expresses confusion regarding which scenario applies to their situation.

PREREQUISITES
  • Understanding of manometer principles
  • Knowledge of pressure conversion (mmHg to kPa)
  • Familiarity with atmospheric pressure concepts
  • Basic algebra for solving equations
NEXT STEPS
  • Study the principles of manometry and pressure measurement
  • Learn about the conversion factors between mmHg and kPa
  • Explore scenarios involving gas pressure calculations
  • Review common mistakes in pressure calculations using manometers
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Students in physics or chemistry, educators teaching gas laws, and anyone interested in fluid mechanics and pressure measurement techniques.

Jay J
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Homework Statement



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In the above manometer, attached to a sample of gas, the difference in the height of the mercury levels is 30.0mm. The barometric pressure is 754.0mm Hg. What is the pressure of the gas sample in kiloPascals ?

( The above figure is not drawn to scale, but the relative heights of the right and left columns of mercury are correctly shown )

Enter a numeric answer only, no units.

Homework Equations


1)If The height of the mercury level at the gas side is higher. This means that P(atm) > P(gas), So Pgas = 754 - 30 = 724 mmHg.

2)If The height of the mercury level at the atmosphere side is higher. This means that P(atm) < P(gas), So Pgas = 754 + 30 = 780 mmHg.


The Attempt at a Solution



1 mmHg = 133.3 Pa
So:

724*133.3 = 96509.2

OR

780*133.3 = 103974

what did i do wrong ?
 
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Jay J said:
what did i do wrong ?

You have not decided which is the correct answer.

--
methods
 

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