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Search online and provide one example of either a spurious correlation or Simpon's paradox, and share that example. How would a consumer of the data

  1. Search online and provide one example of either a spurious correlation or Simpon's paradox, and share that example.
  2. How would a consumer of the data or statement you provided in part one, know that they are reading data that is a spurious correlation or a Simpson's paradox? Are there any clues that a user can look for?
  3. Correlation does not equal causation. What steps will you take to ensure that you do not assume causation when you see a correlation in your current or future career?

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