The figure below shows a horizontal rod, of length 6.4 m, with forces acting on it. A 30 N force acts at its left end, point O, in a direction down and to the left, 45° below horizontal. A 25 N force acts at its center, point C, in a direction up and to the right, 30° to the right of vertical. A 20 N force acts at the right end, in a direction down and to the right, 20° below horizontal. **Question: Net Torque Calculation**Diagram Explanation:- A horizontal rod labeled \(OC\) with \(O\) at the left end and \(C\) towards the right, measures 6.4 m.- At point \(C\), there is a vertical line extending upward labeled with a 25 N force at a 30° angle from downward.- At point \(O\), a 30 N force is applied downward at a 45° angle to the left.- A 10 N force is applied at point \(C\) at a 20° angle downward to the right.- There is a distance of 3.2 m indicated between \(O\) and \(C\).Tasks:**(a) Net Torque Around O**What is the net torque (in N·m) on the rod about an axis through \(O\) perpendicular to the page?- **Magnitude:** [Input box in N·m]- **Direction:** [Select option for direction]**(b) Net Torque Around C**What is the net torque (in N·m) on the rod about an axis through \(C\) perpendicular to the page?- **Magnitude:** [Input box in N·m]- **Direction:** [Select option for direction]

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Answered: The figure below shows a horizontal…

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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The figure below shows a horizontal rod, of length 6.4 m, with forces acting on it. A 30 N force acts at its left end, point O, in a direction down and to the left, 45° below horizontal. A 25 N force acts at its center, point C, in a direction up and to the right, 30° to the right of vertical. A 20 N force acts at the right end, in a direction down and to the right, 20° below horizontal.

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