Help Needed: Calculating Air Pressure with Roe and K

AI Thread Summary
To calculate air pressure at normal conditions using the given values of density (roe = 1.29 kg/m^3) and the adiabatic index (k = 1.4), it's essential to identify the relevant equations from physics textbooks. The forum emphasizes that users should attempt to solve the problem independently rather than relying on others to complete their homework. Engaging with the material and demonstrating an understanding of the concepts is crucial for learning. Seeking guidance on specific formulas and methods is encouraged. Ultimately, the focus should be on developing problem-solving skills rather than just obtaining answers.
BenjoNi
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Hello everybody... My name is Benjamin and I'm new on this forum... I come from Bosnia & Herzegovina...


Our new school year just started... and first day we get some homework in psyhics to do... its all from 1 grade (1st year of school) and its about air preassure... I would like your help just with this task because I just can't remember formulas just can't...


it says: Calculate air preassure at normal conditions where roe(greece letter known as ro ggl it) so. roe= 1.29(kg/m^3)... and k=1.4 that's all that our professor gave to us please help me I need help just this one
 
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BenjoNi said:
Hello everybody... My name is Benjamin and I'm new on this forum... I come from Bosnia & Herzegovina...


Our new school year just started... and first day we get some homework in psyhics to do... its all from 1 grade (1st year of school) and its about air preassure... I would like your help just with this task because I just can't remember formulas just can't...


it says: Calculate air preassure at normal conditions where roe(greece letter known as ro ggl it) so. roe= 1.29(kg/m^3)... and k=1.4 that's all that our professor gave to us please help me I need help just this one

Welcome to the PF.

We do not do your schoolwork for you here. What are the relevant equations involved (you can find them in your textbook), and what is your attempt at a solution?
 
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