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6–53. If the beam is subjected to an internal moment of M = 30 kN # m, determine the resultant force caused by the bending stress distribution acting on the top flange A . Dear Viewer You can find more videos in the link given below to learn more and more Video Lecture of Mechanics of Materials by Beer & Jhonston • Mechanics of Materials Beer & Johnston onl... 260 Problem solutions of all chapter of Mechanics of Materials by Beer & Jhonston • Mechanics of Materials by Beer & Johnston Chapter 8 of Mechanics of Matereials rc hibbeler (09th Edition) • Combined Loading (Chapter 08) BY MECHANICS... Chapter 7 of Mechanics of Matereials rc hibbeler (09th Edition) • Transverse Shear (CHAPTER 07) BY MECHANI... Chapter 6 of Mechanics of Matereials rc hibbeler (09th Edition) • CHAPTER 6 (BENDING) BY MECHANICS OF MATERI... Chapter 5 of Mechanics of Matereials rc hibbeler (09th Edition) • Chapter 5 (Torsion ) By Mechanics of Mater... Chapter 4 of Mechanics of Matereials rc hibbeler (09th Edition) • Chapter 4 (Axial Loading) by Mechanics of ... Chapter 3 of Mechanics of Matereials rc hibbeler (09th Edition) • CHAPTER 3 MECHANICAL PROPERTIES OF MATERIA... Chapter 2 of Mechanics of Matereials rc hibbeler (09th Edition) • CHAPTER 2 STRAIN, MECHANICS OF MATERIALS B... Chapter 1 of Mechanics of Matereials rc hibbeler (09th Edition) • CHAPTER 1 STRESS- INTERNAL RESULTANT LOADI... #mechanicsofsolids #mechanicsofsolids #mechanicsofmaterials #problemsolution #strengthofmaterial #mechanicsofstructure #strengthofmaterialstutorials #solidmechanics #strengthofmaterialstutorials