# Determine pressure of flasks when opening stopcocks?

Three flasks with 1L of gas each are joined together with closed stopcocks. Flask A has a pressure of 5 atm, flask B has a pressure of 10 atm, and flask C has a pressure of 0 atm. How would I determine the new pressures when all flasks' stopcocks are open?

Relevance

...

here's a quick common sense solution

suppose you open the connection between the 10 atm flask and the 0 atm flask

they would share and wind up at 5 atm each, of course

then connecting the other 5 atm flask would have no additional effect

so all 3 would be at 5 atm

When you get a good response,

This is the only reward we get.

• Login to reply the answers
• When the flasks' stopcocks are open, the volume of gas and the pressure in each flask will be equal. The total volume is three liters. The total pressure is 15 atmospheres.

Pressure = 15 ÷ 3 = 5 atm

I hope this is helpful for you.

• Login to reply the answers
• A weighted average does it:

((1 L × 5 atm) + (1 L × 10 atm) + (1 L × 0 atm)) / (1 L + 1 L + 1 L) = 5 atm

• Login to reply the answers
• Anonymous
8 months ago

Assuming the pressures are absolute

( 1 L * 5 atm + 1 L * 10 atm + 1 L * 0 atm ) / 3 L = average pressure

• Login to reply the answers