Solve Gas Stoichiometry: Find CH2 Molecular Formula from 2.56atm

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    Gas Stoichiometry
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To determine the molecular formula of the unknown gas with an empirical formula of CH2, the total pressure and the known mass of argon gas are used to calculate the mole fraction and pressure contributions of each gas. The mole fraction of argon is found to be 0.097, indicating that the unknown gas comprises 90.3% of the mixture. Using the ideal gas law, the total number of moles in the vessel can be calculated, allowing for the determination of the molar mass of the unknown gas. The next step involves using the known moles of argon and the total moles to find the molar mass of the unknown gas. This process will ultimately lead to identifying the molecular formula of the unknown gas.
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Homework Statement


A sealed 1.00 L vessel contains 0.3475 g of argon gas and 6.766 g of an unknown gas at 350 K. If the total pressure of the gas mixture is 2.56 atm, and the unknown gas has an empirical formula of CH2, what is the molecular formula of the unknown gas?

Homework Equations


I get stuck about halfway. I find the mole fraction of Ar but I'm not sure if its right, if someone could help me on how to finish the problem please? How do I find the molar mass of the unknown?


The Attempt at a Solution



I used the mass of the Argon Gas to find the number of moles (0.00869 mols), then ideal gas law to find the pressure of argon gas (2.49 atm). Then using mole fractions, P1=X1*Ptot,I get X for Argon as 0.097, or 9.7% Argon Gas.

Is CH2 = 90.3% then, so X = 0.903? What do I do afterwards?
 
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You know the temperature, volume and pressure of the vessel. Assume that the mixture of gases acts in an ideal fashion (PV=nRT). From this you will know the total number of moles of the binary mixture. You already precisely know the number of moles of one of the components.
 
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