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📰 #### \(x = \frac{11}{7}, y = \frac{9}{7}\)Question: Find the number of integer solutions to the equation $ x^2 + y^2 = 25 $, where $ x $ and $ y $ are integers. 📰 Solution: The equation $ x^2 + y^2 = 25 $ represents a circle of radius 5 centered at the origin. We seek all integer pairs $ (x, y) $ that satisfy this. The integer solutions occur when $ x^2 $ and $ y^2 $ are perfect squares summing to 25. The possible square pairs are: 📰 $ (0, 25) $: $ x = 0 $, $ y = \pm5 $ → 2 solutions 📰 Uncover The Hidden Secrets Of The Classic White Chest Of Drawers Its More Than Just Furniture 4043456 📰 Unlock The Secret Save Email Templates In Outlook Like A Pro Instantly 2037263 📰 Avoid This Deadly Roth Ira Withdrawal Penalty Trap Before Its Too Late 1782306 📰 Best Small Cap Etf 7401554 📰 Spypoint Cameras Caught Something Shockingwhat They Saw Could Destroy Your Peace Of Mind 9364128 📰 Diese Games Pay Cashdiscover The Hottest Ways To Turn Gameplay Into Profit 6005043 📰 403B Limits 2025 Experts Reveal The Hidden Rules Exploiting Every User This Year 9589573 📰 Katsuhiro Otomo 1006511 📰 Why Harry Potter Fans Are Obsessed With Pieris Rotscheide Spoiler Alert 1131149 📰 John Hynes 2118994 📰 Easy Turkey Drawing 698284 📰 Vivid Stasis 5996008 📰 How A Simple Click On Your Gcu Portal Led To A Shock No Student Deserves 3548363 📰 Pmt Stock Alert Experts Reveal How This Stock Beats The Market In 2024 4202052 📰 Peets Coffee Tea Stock Update The Secret Goldmines None Are Buying Anymore 2304786