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COMBINED AND IDEAL GAS LAWS
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COMBINED GAS LAW Do variables remain constant for gases??? Temperature, pressure, and volume are CONSTANTLY changing for a gas based on the conditions Gas amount (n) is constant
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COMBINED GAS LAW (CONT.) Combination of all three laws into one equation (Boyle’s, Charle’s, and Gay-Lussac’s Laws) Describes the relationship between pressure, volume, and temperature Focus on initial and final conditions
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COMBINED GAS LAW P 1 V 1 = P 2 V 2 T 1 T 2 Temperature—Kelvin
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EXAMPLE 1: A gas has a volume of 80.0ml at 27°C and 0.200 atm. What volume will the gas have at standard conditions?
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EXAMPLE 2: A gas has a volume of 60.0ml at standard conditions. This volume is reduced to 10.0ml at 25.0°C. What is the necessary pressure for this volume reduction?
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IDEAL GAS LAW Describes the general relationship among the variables: Temperature Pressure Volume Number of moles of gas Enables us to determine the value of a variable if the other three variables are known
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IDEAL GAS LAW (CONT.) PV = nRT P = pressure (atmospheres) V = volume (liters) T = temperature (Kelvin) n = moles of the gas R = 0.08206 L atm/mol K ( ideal gas constant )
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EXAMPLE 1: Many gases are available for use in the laboratory among compressed gas cylinders stored at high pressures. Calculate the mass of O 2 (in grams) that could be stored at 21°C and 170atm in a cylinder with a volume of 60.0L.
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EXAMPLE 2: Calculate the molecular weight of butane if 0.5813g of the gas fills a 250.0ml flask at a temperature of 24.4°C and a pressure of 742.6 mmHg.
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EXAMPLE 3: Calculate the density in grams per liter of O 2 gas at 0°C and 1.00 atm.
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EXAMPLE 4: A tank of hydrogen gas has a volume of 22.9L and holds 14.0 mol of gas at 12°C. What is the reading on the pressure gauge in atmospheres?
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HOMEWORK Finish Gas Study Chart
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