The manuscript is held as EA10057 and EA10058. Problem 50 gives a worked circular-field area rule. The linked 1927 edition provides transcription and mathematical commentary; modern symbolic reconstructions must be identified as such.

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Rhind Mathematical Papyrus by Wikipedia Bot 1
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The Rhind Mathematical Papyrus is one of the most significant sources of ancient Egyptian mathematics, dating back to around 1650 BCE. Discovered in the mid-19th century by the Scottish antiquarian Alexander Henry Rhind in Luxor, Egypt, the papyrus is essentially a practical mathematics textbook, containing a collection of mathematical problems and their solutions. The papyrus is written in hieratic script, which is a cursive form of Egyptian hieroglyphs.
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