Explain SMBC — the wiki for Saturday Morning Breakfast Cereal

a-heap-of-trouble

2017-09-20 View on smbc-comics.com → 1 revision
a-heap-of-trouble
Votey panel for a-heap-of-trouble
This explanation is incomplete or may contain errors. It was generated by AI and has not yet been reviewed by a human editor.

Explanation

The Joke

A mother asks her child "Who wants ice cream for breakfast?" The child enthusiastically agrees ("Meeeee!"). The mother then says "Oh sure, ice cream -- that's a high fiber food." She proceeds to walk the child through a version of the Sorites paradox (also known as the paradox of the heap). She asks: suppose you have a full bowl of ice cream and replace one of its molecules with a high-fiber food molecule -- would you still call it ice cream? The child says "I guess." She continues: what if you replaced another molecule? And another? At what point does it stop being ice cream and become something else?

Through this chain of reasoning, the mother argues that you cannot draw a clear, non-arbitrary line between ice cream and a high-fiber food, since the boundary is vague. The final panels reveal the real agenda: "And when you figure that out, you get a bite of my oat bran" -- she has used an ancient philosophical paradox to trick her child into eating healthy breakfast cereal.

The Humor

The comedy comes from the absurd mismatch between the heavy philosophical artillery deployed and the mundane domestic goal. The Sorites paradox has confounded philosophers for millennia, and here it is being weaponized by a mother to get her kid to eat fiber. The child's gradually deflating enthusiasm as the philosophical trap closes is a perfect visual complement. There is also a meta-joke in the title "A Heap of Trouble," which directly references the Sorites paradox (traditionally framed as: "how many grains of sand make a heap?").

References

  • The Sorites paradox (from the Greek "soros," meaning heap) is attributed to Eubulides of Miletus (4th century BCE). It asks how many grains of sand constitute a "heap" and highlights the problem of vague predicates in logic.
  • The title "A Heap of Trouble" is a direct pun on the paradox's original formulation.
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