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📰 A regular hexagon is inscribed in a circle with a radius of \(10\) cm. If each side of the hexagon is increased by \(2\) cm, what is the new perimeter of the hexagon? Express your answer in terms of the circle’s radius. 📰 A regular hexagon inscribed in a circle has side lengths equal to the radius of the circle. Therefore, the original side length \(s\) of the hexagon is equal to the radius of the circle, which is \(10\) cm. The perimeter \(P\) of a regular hexagon is given by: 📰 P = 6 \times s 📰 But For Realism Assume The Formula Gives Score Out Of 25 3250285 📰 Explosive Expedia Group News New Strategies That Could Shake The Travel Industry 4904933 📰 Jackpocket Just Dropped A Secret Win But Every Player Ends Up Broken 1652253 📰 Tag Recall Alert Remember The Titans Cast Who You Thought Was Gone Foreverspot The Stars You Remember 1473959 📰 From Ruins To Divine Power The Kurintsu Gami Path Of The Goddess Uncovered 5384989 📰 From Rise To Riches Willie Robertsons Surprising 10M Net Worth Forecast For 2025 3148813 📰 Uncover The True Story Behind Morisqueta The Lost Cultural Legacy Beneath The Mystery 4000944 📰 Bank Account Free 6682330 📰 You Wont Believe The Obsessive Training Behind This Invincible Celebritys Legacy 4864563 📰 33 Imortals 4959000 📰 Dior Caf Miami Tour The Iconic Space Thats Dominated Social Media 1699035 📰 Verizon In Pooler Georgia 6250236 📰 Nyc To Dc 796853 📰 Barbara Henry 3972286 📰 Quincy Isaiah 7780045