Missing Dollar Paradox
The so-called missing dollar paradox is a puzzle which seems at first glance to violate the laws of mathematics. In fact the story is neither a genuine paradox (since there no inherent contradiction once the solution is discovered) nor a mathematical puzzle (since it relies on trickery to achieve its effect).
Another, prior explanation
The ladies initially paid $10 each, $30 in total.
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$10 x 3 (ladies) = $30 in total
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They were each given $1 back.
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$3 (from the $5 change) divided by 3 = $1 each
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Hence, they each paid a net $9.
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$10 - $1 = $9
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That means they paid a total of $27.
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$9 x 3 (ladies) = $27
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$2 of that $27 was taken by the waiter. They paid their bill of $25 and unwittingly gave him $2. $25 + $2 = $27
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Therefore, there is no missing dollar.
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~ Table of Content ~
| ► | Introduction |
| ► | The Problem |
| ► | Solution |
| ► | Another, prior explanation |
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