Question: Start by finding a fun or outrageous example of a spurious correlation. You can use your own internet sleuthing skills, or check out Tyler Vigen's

Start by finding a fun or outrageous example of a spurious correlation. You can use your own internet sleuthing skills, or check out Tyler Vigen's Spurious Correlations site for inspiration. Post the correlation you found and briefly describe it. Then, reflect on why this correlation is likely spurious. Is it a total coincidence? Is there a lurking third variable that could explain both trends? Why might someone mistakenly believe there's a real connection between these two variables? Bonus points for creativity and humorbut make sure your explanation shows strong critical thinking. Let's have fun while learning how to avoid being tricked by misleading data

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