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📰 Solution: Sphere surface area: $ 4\pi r^2 $. Circle area: $ \pi (\sqrt{2}r)^2 = 2\pi r^2 $. Setting equal: $ 4\pi r^2 = 2\pi r^2 $. This implies $ 4 = 2 $, a contradiction. Thus, no solution exists unless the circle’s radius is adjusted. However, if the problem states equivalence, the only possibility is $ r = 0 $, which is trivial. Rechecking the question reveals a misstatement; assuming the circle’s radius is $ R $, then $ 4\pi r^2 = \pi R^2 \Rightarrow R = 2r $. The original question’s setup is inconsistent, but if forced, $ r = \frac{R}{2} $, so $ \boxed{r = \dfrac{R}{2}} $. 📰 Shocking Tricks You CAN’T MISS: How to Get Gum Out of Clothes FORGOES STUBBORN STAINS! 📰 This Simple Hack Will Remove Gum from Clothes in Seconds (Safe & Effective!) 📰 Chris Ware 4231497 📰 Roblox Id Song 5078931 📰 Sus Bridge 79187 📰 Washington Nationals Vs Miami Marlins Match Player Stats 387330 📰 Ucla Vs Usc 9003695 📰 Stop Sending Emails With Large Fileszip Create Makes It Glass Smooth 7716736 📰 Stop Waitinghere Are The Best Apps To Send Money To Mexico Now 868349 📰 Prime Subscription 4325232 📰 Apple Pencil Charger 3863608 📰 Never Mix Up Your Yarn Againheres The Shock Responsive Yarn Weight Chart Everyone Uses 9591078 📰 Speech Blubs Secret How To Shatter Quirks In Just 7 Days 2665933 📰 Filter For Kitchen 2801725 📰 Fordpass Hacks You Needdiscover The Hidden Features Now 9311154 📰 Gta For Free 658097 📰 This Lightblue App Will Fix Your Day In Secondstry It Before It Goes Viral 4687037