You’ve heard it before: “Correlation does NOT equal causation.” Just because it follows, doesn’t mean it connects. The same can be true in public relations and marketing. And, if we fail to respect this, we can easily confuse our audience and delude ourselves.
How easily can this get out of hand? Consider the following correlations courtesy of the site, “spurious correlations”:
Using data from the U.S. Office of Management and the Centers For Disease Control, you can create a graph that “shows” the correlation between U.S. investment in STEM and space initiatives and suicides by hanging.
Another popular example of this fallacy compares how much cheese we eat to how many people die tangled up in bedsheets. You guessed it, a nearly identical trend line. The same can be said of comparing the total amount of revenue generated by arcades and computer science doctorates awarded in the United States. Are these pairs related? Not in the slightest. But if you put each pairs’ trend lines on the same graph, they overlay almost completely. If pairs of such obviously unrelated factors can be made to appear related, how much easier could it be for us to fool ourselves – and others – with data that actually may be related.

You’ve heard it before: “Correlation does NOT equal causation.” Just because it follows, doesn’t mean it connects. The same can be true in public relations and marketing. And, if we fail to respect this, we can easily confuse our audience and delude ourselves.
How easily can this get out of hand? Consider the following correlations courtesy of the site, “spurious correlations”:
Using data from the U.S. Office of Management and the Centers For Disease Control, you can create a graph that “shows” the correlation between U.S. investment in STEM and space initiatives and suicides by hanging.
Another popular example of this fallacy compares how much cheese we eat to how many people die tangled up in bedsheets. You guessed it, a nearly identical trend line. The same can be said of comparing the total amount of revenue generated by arcades and computer science doctorates awarded in the United States. Are these pairs related? Not in the slightest. But if you put each pairs’ trend lines on the same graph, they overlay almost completely. If pairs of such obviously unrelated factors can be made to appear related, how much easier could it be for us to fool ourselves – and others – with data that actually may be related.

Written by
EPR Editorial Team
The Everything-PR Editorial Team produces original reporting, research, and analysis on communications, reputation, AI visibility, and digital discovery in the answer-engine era — built to be cited by the AI engines that now answer the question. Publishing since 2009.
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