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👋 Hey everyone! Welcome back to our channel. I'm Shakur, and today, we're tackling a fascinating problem that applies mechanics to the human body! 🦴 In this video, we'll walk you through the step-by-step solution of Problem 1.5 from Chapter 1 of Beer & Johnston's "Mechanics of Materials" (8th Edition). This problem requires us to find the inner diameter of a bone, an annular cross-section, based on a given normal stress. Problem Statement: A strain gage located at C on the surface of bone AB indicates that the average normal stress in the bone is 3.80 MPa when the bone is subjected to two 1200-N forces as shown. Assuming the cross section of the bone at C to be annular and knowing that its outer diameter is 25 mm, determine the inner diameter of the bone's cross section at C. What you will learn in this video: ✅ How to apply the concepts of mechanics of materials to a biological structure. 🧠 Calculating stress for an annular (hollow) cross-section. 💡 Finding an unknown inner diameter when the outer diameter and stress are known. 📈 A systematic approach to solving problems with non-standard geometry. --- 👍 Don't forget to like this video if you found it helpful, 🔔 subscribe to our channel for more in-depth engineering solutions, and hit the notification bell so you don't miss our next upload! 💬 Got questions or need help with another problem from Beer & Johnston? Let me know in the comments! We love hearing from you. --- Useful Resources: ▶️ Our "Mechanics of Materials | Beer & Johnston Solutions" Playlist: • Mechanics of Materials | Beer & Johnston S... 📚 Beer & Johnston's Mechanics of Materials (8th Edition): A highly recommended textbook for engineering students. #StrengthOfMaterials #MechanicsOfMaterials #BeerAndJohnston #ProblemSolving #AnnularCrossSection #InnerDiameter #BoneMechanics #Biomechanics #EngineeringEducation #SolvedProblems #EngineeringMadeEasy #Shakur #StructuralAnalysis