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Graham’s Law Daltons Law
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Common Core Connection
Objectives: Today I will be able to: Apply the kinetic molecular theory to solving Graham’s Law problems Calculate the partial pressure of a gas using Daltons Law Apply the gas laws to solving problems Informal assessment – monitoring student interactions and questions as they complete the lab and practice problems Formal assessment – analyzing student responses to the lab, practice and exit ticket Common Core Connection Reason abstractly and quantitatively Make sense of problems and persevere in solving them
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Lesson Sequence Evaluate: Warm-Up Explain: Graham’s Law
Explain: Dalton’s Law Notes Elaborate: Dalton’s Law Practice Elaborate: Mixed Gas Law Practice Evaluate: Exit Ticket
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Warm - Up Rearrange the equation PV=nRT to solve for n/v
Out of the gases H2 Br2 and Cl2, which will diffuse the fastest and why?
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Homework Complete practice problems
Lab has been rescheduled for tomorrow Gases Exam Tuesday, April 1st
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Agenda Warm up Graham’s Law Notes and Practice
Dalton’s Law Notes and Practice Mixed Gas Law Practice Exit Ticket
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Stoichiometry Exam Review
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Graham's Law
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Graham’s Law The rates of diffusion of gases at the same temperature and pressure are inversely proportional to the square roots of their molar masses Normal language: lighter gases move through the air faster than heavier gases Example: helium moves faster than radon
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Graham’s Law Diffusion – particle movement from an area of high low concentration Effusion – diffusion of gas particles through an opening NET MOVEMENT NET MOVEMENT
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Graham’s Law Rate = rate of diffusion or effusion – usually measured in distance/time (m/s) M = molar mass
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Graham’s Law On average, carbon dioxide travels at m/s at 25.0˚C. Find the average speed of chlorine gas at 25.0˚C. Hint: put the lighter gas in the numerator = 323 m/s
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Grahams Law Practice Complete the practice at your desk. If you have questions, please ask Mr. Klotz. We will review selected problems
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Dalton’s Law of Partial Pressures
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Dalton’s Law of Partial Pressures
The sum of the pressures of all gases present in a system equals the total pressure of the system P1 + P2 + P3 + … = Pt
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Exit Ticket Doodles: Sketch or draw 3 concepts you learned from the lesson using images or diagrams
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