[Q1-Lab/Home ]A non-uniform rod of mass M, length L and linear massdensity 1 = 2x² is at a rotational equilibrium as the figure%3D*CMshows [not drawn to scale]. The mass on the left (m¡) ism,hanging from a distancefrom the wedge. In addition,r, denotes the distance between the center of the mass ofthe rod and the wedge. Derive an algebraicrepresentation for r, ONLY as a function of M, L, m,. Show work [Hint: first find Xm and then find 2стrelationships between r¡, r,]

Answered: Image /qna-images/answer/11bb43fa-6654-4bf4-9dd2-8ea261115ac3.jpg

A non-uniform rod of mass M, length L and linear mass density 1 = 2x² is at a rotational equilibrium as the figure * CM shows [not drawn to scale]. The mass on the left (m) is hanging from a distance r from the wedge. In addition, r2 denotes the distance between the center of the mass of the rod and the wedge. Derive an algebraic representation for r2 ONLY as a function of M, L, m. Show work [Hint: first find Xm and then find 2 ст relationships between r¡, r2]

A non-uniform rod of mass M, length L and linear mass density 1 = 2x² is at a rotational equilibrium as the figure * CM shows [not drawn to scale]. The mass on the left (m) is hanging from a distance r from the wedge. In addition, r2 denotes the distance between the center of the mass of the rod and the wedge. Derive an algebraic representation for r2 ONLY as a function of M, L, m. Show work [Hint: first find Xm and then find 2 ст relationships between r¡, r2]

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter2: Vectors

Section: Chapter Questions

Problem 68P: Find the cross product for (a) and (b) and (c) and and (d) and

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