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# N=# of gas moles

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part 1

This week, we are studying the ideal gas law. In this discussion, you will be trying your hand at applying one of the ideal gas laws to a real world situation. Consider a situation that involves an ideal gas law and discuss how you would apply your chosen ideal gas law to the situation. Write your own ideal gas law problem based on this situation but DO NOT solve this yourself. A peer will solve the problem you wrote.

2 references required for part 1

Part 2

solve ideal gas equation below if possible. If you feel that there is not enough information given in their problem to solve the problem, discuss what additional information you would need and why.

An ideal gas is a theoretical gas composed of randomly moving point particles of many randomly moving particles that are not subject to interparticle interactions, which have no volume, and is an approximation that helps us to model and predict the behavior of real gases. (Khan Academy). Some types of Ideal gas law formulas. The molar form of ideal gas law is the following formula. 1. PV=nRT 2. the molecular form is PV=NkBT. 3. The proportional form is: nR=NKB=PV/T=constant.

In this example below, the molar formula will be used to find the answer:

The air in an NBA basketball has a pressure of 1.54atm and the ball has a radius of 0.120m. Assume the temperature of the air inside the basketball is 250C. (close to room temperature)

Determine the number of moles of air inside the NBA basketball.

2. Determine the number of molecules in the air inside an NBA basketball.

Formula: PV=nRT

P=Pressure of Gas

V=volume of Gas

T=Temperature of Gas

R=the constant=use of (8.31) K mol

N=# of gas moles

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