I have a lot of insecurity around expectations.
(I am of course talking about the mathematical expectation operator.)

Homework: assume that of all mathematicians with an English-language social media account, 1 in 16 is working with expectations on any given day, of which 1 in 1024 comes up with the above joke, of which 1 in 8 decides to post it on their social media, of which 1 in 2 actually do so. Assume the decision whether to post is a Bernoulli trial.

Write down the expectation of the number of times the joke has been or will be made this calendar week (as of this post) given your current information.

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correct answer 

E[ X | X ≥ 1 ], where X is a random variable of unknown distribution

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Alternatively, I could have asked "Why is the following a trick question?"

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I just discovered yet another reason why it is a trick question... must have been my subconscious at work

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