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Scenario depicts rigid object in static equilibrium. Pivot point is provided. Assume that the pivot point does not provide any forces and some forces may be negative. Need help understanding how to find unknown forces Fa, Fb, and Fc.

Scenario depicts rigid object in static equilibrium. Pivot point is provided. Assume that the pivot point does not provide any forces and some forces may be negative. Need help understanding how to find unknown forces Fa, Fb, and Fc.

College Physics
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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Scenario depicts rigid object in static equilibrium. Pivot point is provided. Assume that the pivot point does not provide any forces and some forces may be negative. Need help understanding how to find unknown forces Fa, Fb, and Fc.
The image depicts a system of forces acting on a rectangular object. There are vectors labeled with forces and distances. The forces are acting along and perpendicular to the sides of the rectangle as follows: 1. **Vectors & Forces:** - A force of 3N (Newtons) is acting vertically downward from the top center of the rectangle at a distance labeled \( L \) from the center. - Another force of 3N is acting horizontally to the left from the left center of the rectangle at a distance \( L \). - Two horizontal and vertical forces are labeled as \( F_A \) and \( F_B \) acting on the right side of the rectangle, at a distance of \( 3L \) from the center. - A force labeled \( F_C \) is acting vertically upwards from the bottom center of the rectangle at a distance of \( \frac{4}{2} \times L \) (equal to \( 2L \)) from the center. 2. **Boxes for Calculations:** - There are three empty fields labeled \( F_A = \), \( F_B = \), and \( F_C = \) for calculations related to the forces acting on the system. This arrangement is likely part of a physics problem involving equilibrium or torque, where you'll calculate the unknown forces \( F_A \), \( F_B \), and \( F_C \) to satisfy the conditions of equilibrium.
Transcribed Image Text:The image depicts a system of forces acting on a rectangular object. There are vectors labeled with forces and distances. The forces are acting along and perpendicular to the sides of the rectangle as follows: 1. **Vectors & Forces:** - A force of 3N (Newtons) is acting vertically downward from the top center of the rectangle at a distance labeled \( L \) from the center. - Another force of 3N is acting horizontally to the left from the left center of the rectangle at a distance \( L \). - Two horizontal and vertical forces are labeled as \( F_A \) and \( F_B \) acting on the right side of the rectangle, at a distance of \( 3L \) from the center. - A force labeled \( F_C \) is acting vertically upwards from the bottom center of the rectangle at a distance of \( \frac{4}{2} \times L \) (equal to \( 2L \)) from the center. 2. **Boxes for Calculations:** - There are three empty fields labeled \( F_A = \), \( F_B = \), and \( F_C = \) for calculations related to the forces acting on the system. This arrangement is likely part of a physics problem involving equilibrium or torque, where you'll calculate the unknown forces \( F_A \), \( F_B \), and \( F_C \) to satisfy the conditions of equilibrium.
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