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      <title>Gases Tut by </title>
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      <description>1. Determine whether each of the following changes will increase, decrease, or not affect the rate with which gas molecules collide with the walls of their container: (a) increasing the volume of the container, (b) increasing the temperature, (c) increasing the molar mass of the gas? 2. Newton had an incorrect theory of gases in which he assumed that all gas molecules repel one another and the walls of their container. Thus, the molecules of a gas are statically and uniformly distributed, trying to get as far apart as possible from one another and the vessel walls. This repulsion gives rise to pressure. Explain why Charles’s law argues for the kineticmolecular theory and against Newton’s model. 3. Suppose you have two 1-L flasks, one containing N2 at STP, and the other containing CH4 at STP. How do these systems compare with respect to (a) the number of molecules, (b) density, (c) the average kinetic energy of the molecules, (d) the rate of effusion through a pinhole leak?
 4. Explain the difference between effusion and diffusion.
 5. The planet Jupiter has a surface temperature of 140 K and a mass 318 times that of Earth. Mercury (the planet) has a surface temperature between 600 K and 700 K and a mass 0.05 times that of Earth. On which planet is the atmosphere more likely to obey the ideal-gas law? Explain.
 6. Briefly explain the significance of the constants a and b in the van der Waals equation
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      <pubDate>2024-09-06 14:34:52 UTC</pubDate>
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         <title>Corrections (Reviewed by Endy)</title>
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         <description><![CDATA[<p>1a  Increased volume of container will decrease the rate of collision between gas molecules and the walls of the container.</p><p>1b. Increased temperature will increase the rate of collision because from kinetic theory, temperature is directly proportional to kinetic energy.</p><p>1c. Increased molar mass decreases the rate of collision because volume is inversely proportional to pressure.</p><p>2 Charles law argues for kinetic molecular theory because volume is directly proportional to temperature which in turns increases the kinetic energy of the gases. this is because of the expansion of air when it is heated, hence gases cannot be static at all times.</p><p>3a. N<sub>2</sub> at STP =28g/mol and CH<sub>4</sub> =16g/mol, hence the flask containing N<sub>2</sub> has higher molecular mass(weight) than the flask containing CH<sub>4</sub>(methane).</p><p>3b. The higher the molar mass and pressure, the denser the gas. Thus the density of the flask containing N<sub>2</sub> is higher than that of CH<sub>4</sub>.</p><p>3c. Higher speed is correlated with lower masses hence, kinetic energy of CH<sub>4</sub> will be higher than that of N<sub>2</sub></p><p>3d. Lighter gases effuses more rapidly hence, CH<sub>4</sub> will effuse through a pin hole leak more rapidly.</p><ol start="4"><li><p>Effusion is the escape of gas molecules through a tiny hole while diffusion is the distribution of a gas throughout space or throughout another substance.</p></li><li><p>The planet Mercury. This is because, as temperature increases, gases are more likely to approach or obey the ideal-gas law.</p></li><li><p>The constant a, accounts for the attractive forces between the gas molecules. the magnitude of a reflects how strongly the gas molecules attract each other while the constant b is a measure of the actual intrinsic volume occupied by a mole of a gas molecule.</p></li></ol>]]></description>
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