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yo-yo swinging in a vertical circle, at the top of the arc 4. A pendulum bob swinging through the lowest point in its path Fc= !!

yo-yo swinging in a vertical circle, at the top of the arc 4. A pendulum bob swinging through the lowest point in its path Fc= !!

Glencoe Physics: Principles and Problems, Student Edition
Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
Publisher:Paul W. Zitzewitz
Chapter4: Forces In One Dimension
Section: Chapter Questions
Problem 90A
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Please help with 3-4 for this free body diagram for circular motion
drum of an Fc= Fc = PATE AVAME 7-3 Free-body Diagrams for Circular Motion, Part 1 For each situation 1- 10, follow the steps below to write the equation for Fc •' Identify the object, its circular path, and the center of the circle. Draw the free-body diagram (FBD). DO include all forces that act on the object. DO NOT include forces the object exerts on its surroundings. Sketch the radial (±r) and the tangential (+t) or perpendicular (±p) axes on the FBD. The radial axis, r, points from the object to the center of the circle. Radially inward is the +r direction. Radially outward is the -r direction. Write an equation for Fe in terms of the forces acting on the object. For example, Fc = Fg - FN. 1. A yo-yo on a string, circling into the page on a flat, frictionless surface Fc= FT 2. A cart moving at constant speed over the top of a circular hill Fc=Eg-EN +p N on Earth by object fu On Earth oy Object tr C Fr on object by V Fq on object by string I Earth fg an object +r 7//11 4. A pendulum bob swinging through the lowest point in its path Fc =. 3. yo-yo swinging in a vertical circle, at the top of the arc Fc=- fy fnon Ew th by yo | キY VFgoo yoyo I tY bu earth Vrgon Earth by bob
Transcribed Image Text:drum of an Fc= Fc = PATE AVAME 7-3 Free-body Diagrams for Circular Motion, Part 1 For each situation 1- 10, follow the steps below to write the equation for Fc •' Identify the object, its circular path, and the center of the circle. Draw the free-body diagram (FBD). DO include all forces that act on the object. DO NOT include forces the object exerts on its surroundings. Sketch the radial (±r) and the tangential (+t) or perpendicular (±p) axes on the FBD. The radial axis, r, points from the object to the center of the circle. Radially inward is the +r direction. Radially outward is the -r direction. Write an equation for Fe in terms of the forces acting on the object. For example, Fc = Fg - FN. 1. A yo-yo on a string, circling into the page on a flat, frictionless surface Fc= FT 2. A cart moving at constant speed over the top of a circular hill Fc=Eg-EN +p N on Earth by object fu On Earth oy Object tr C Fr on object by V Fq on object by string I Earth fg an object +r 7//11 4. A pendulum bob swinging through the lowest point in its path Fc =. 3. yo-yo swinging in a vertical circle, at the top of the arc Fc=- fy fnon Ew th by yo | キY VFgoo yoyo I tY bu earth Vrgon Earth by bob
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