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Unique property of the inverse of the golden ratio (#20110)
* Unique property of the inverse of the golden ratio Added a description of how the golden ratio minus 1 is equal to the inverse of the golden ratio * Fix typo in OP's PR
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@@ -12,6 +12,8 @@ Given a > b > 0,
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The golden ratio is irrational, and can be represented as (1 + √5)/2.
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The golden ratio is unique in that it is the only number where the inverse of the number is equal to the number minus 1 (as in, 1/φ = φ - 1).
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#### More Information:
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<!-- Please add any articles you think might be helpful to read before writing the article -->
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