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You decide to cut an L-shaped object out of cardboard so that the object is in static equilibrium if hung as shown in (Figure 1). The vertical bar of the object has a width of x = 5.2 cm. Find the heigth of the horizontal bar.

You decide to cut an L-shaped object out of cardboard so that the object is in static equilibrium if hung as shown in (Figure 1). The vertical bar of the object has a width of x = 5.2 cm. Find the heigth of the horizontal bar.

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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You decide to cut an L-shaped object out of cardboard so that the object is in static equilibrium if hung as shown in (Figure 1). The vertical bar of the object has a width of x = 5.2 cm.

 

Find the heigth of the horizontal bar.

The image depicts an L-shaped object with an axis of rotation located at its top corner. The vertical section of the L-shape has a height of 20 cm, while the horizontal section extends 16 cm. The axis of rotation is marked with a black dot at the corner where the two sections meet. Here are the key details: - **Vertical Section (y-axis):** The length is 20 cm. - **Horizontal Section (x-axis):** The length is 16 cm. - **Axis of Rotation:** Indicated by a black dot at the intersection of the two sections. This setup suggests an analysis of rotational dynamics, likely focusing on moments of inertia or rotational motion around the defined axis.
Transcribed Image Text:The image depicts an L-shaped object with an axis of rotation located at its top corner. The vertical section of the L-shape has a height of 20 cm, while the horizontal section extends 16 cm. The axis of rotation is marked with a black dot at the corner where the two sections meet. Here are the key details: - **Vertical Section (y-axis):** The length is 20 cm. - **Horizontal Section (x-axis):** The length is 16 cm. - **Axis of Rotation:** Indicated by a black dot at the intersection of the two sections. This setup suggests an analysis of rotational dynamics, likely focusing on moments of inertia or rotational motion around the defined axis.
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