4a. Draw a graph to show the speed distributions of oxygen gas at 300K, 500K, 1000K. (Show all three curves on the same graph.) Don't forget to label the axes and provide a key. 4b. Explain how you assigned the relative positions of each gas.

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**Transcription for Educational Website**

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**4a. Task:**

Draw a graph to illustrate the speed distributions of oxygen gas at three different temperatures: 300K, 500K, and 1000K. Ensure that all three curves are plotted on the same graph. Remember to label the axes clearly and provide a key for identification.

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**4b. Explanation:**

Explain the method you used to determine the relative positions of each gas distribution on the graph.

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**Graph Description (for Reference):**

The graph should display curves representing the speed distributions at each specified temperature. Typically, as the temperature increases, the peak of the distribution curve shifts to higher speeds and becomes broader, indicating greater variability in molecular speeds. The x-axis can be labeled as "Speed (m/s)", and the y-axis as "Probability Density". A key should distinguish between the curves for 300K, 500K, and 1000K, often differentiated by color or line style.
Transcribed Image Text:**Transcription for Educational Website** --- **4a. Task:** Draw a graph to illustrate the speed distributions of oxygen gas at three different temperatures: 300K, 500K, and 1000K. Ensure that all three curves are plotted on the same graph. Remember to label the axes clearly and provide a key for identification. --- **4b. Explanation:** Explain the method you used to determine the relative positions of each gas distribution on the graph. --- **Graph Description (for Reference):** The graph should display curves representing the speed distributions at each specified temperature. Typically, as the temperature increases, the peak of the distribution curve shifts to higher speeds and becomes broader, indicating greater variability in molecular speeds. The x-axis can be labeled as "Speed (m/s)", and the y-axis as "Probability Density". A key should distinguish between the curves for 300K, 500K, and 1000K, often differentiated by color or line style.
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