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Chapter 11 Gases Part II
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Avogadro’s Law Avogadro’s Law – Equal volumes of gases at the same temp and press have the same number of molecules. Illustrate.
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Standard Molar Volume of a Gas –
Volume of mole of gas at STP = L 1 mole gas = 22.4 L (STP)
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Examples 1. A chemical reaction produced moles of oxygen gas. What is the volume at STP?
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2. What is the mass of 98 mL of sulfur dioxide at STP?
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Ideal Gas Law Ideal Gas Law – relationship between P, V, n, T for one gas alone.
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PV = nRT P = press in atm V = volume in L n = moles R = universal gas constant = Latm molK T = Kelvin
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Memorize the value and units of R
See different values of R on pg. 342
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1. What is the volume, in liters, of 0
1. What is the volume, in liters, of moles of oxygen gas at 20C and atm?
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2. What is the volume of 25.36 g of nitrogen gas, N2, at 0C and 765 mm Hg?
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3. a. What is the molar mass of a 1.00 liter gas at 28C and atm. The gas has a mass of 5.16 g?
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b. What is the density of the gas?
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Gas Stoichiometry Review the 4 steps of stoichiometry problems: Step 1
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Volume – Volume Calculations
1. What will be the volume of oxygen at STP needed for the complete combustion of L of propane, C3H8?
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Volume – Mass Calculations
2. How many grams of calcium carbonate must be decomposed to produce 5.00 L of carbon dioxide at STP? CaCO3 CaO + CO2
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Gas Stoichiometry with New Conditions
Tungsten is produced for light bulbs by this reaction: WO H2 W + 3H2O How many liters of hydrogen at 35C and atm are needed to react completely with 875 g of tungsten oxide?
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2. What volume of chlorine gas at 38C and 1
2. What volume of chlorine gas at 38C and 1.63 atm is needed to react completely with 10.4 g of sodium to form NaCl?
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Graham’s Law of Effusion
The rates of effusion of gases at the same temp and press are inversely proportional to the square roots of their molar masses. Rate of effusion of A = MB = densityB Rate of effusion of B = MA densityA
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Examples 1. Compare the rates of effusion of hydrogen and oxygen at the same temp and press.
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