• Base = 84.1 cm Angle of Repose = 31.7° Mass of Block = 100 g • Added Mass on Block = 2.7 g • Hanging Mass = 290 g Coefficient of Static Friction (Inclined vs. Horizontal) Inclined Surface Horizontal Surface Percent Base Height Value of Angle of Mass of Added Mass Hanging Value of Difference Repose Block (g) | on Block (g)| Mass (g) (cm) (cm) Hs Hs (%) (A) (В) (C) (D) At what height in (A) must the wooden board be inclined such that the maximum static friction is obtained when the angle of repose is 31.7°? O 237 cm O 26.7 cm O 136 cm O 51.9 cm

• Base = 84.1 cm Angle of Repose = 31.7° Mass of Block = 100 g • Added Mass on Block = 2.7 g • Hanging Mass = 290 g Coefficient of Static Friction (Inclined vs. Horizontal) Inclined Surface Horizontal Surface Percent Base Height Value of Angle of Mass of Added Mass Hanging Value of Difference Repose Block (g) | on Block (g)| Mass (g) (cm) (cm) Hs Hs (%) (A) (В) (C) (D) At what height in (A) must the wooden board be inclined such that the maximum static friction is obtained when the angle of repose is 31.7°? O 237 cm O 26.7 cm O 136 cm O 51.9 cm

Classical Dynamics of Particles and Systems

5th Edition

ISBN:9780534408961

Author:Stephen T. Thornton, Jerry B. Marion

Publisher:Stephen T. Thornton, Jerry B. Marion

Chapter2: Newtonian Mechanics-single Particle

Section: Chapter Questions

Problem 2.42P

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