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A car rounding a flat curve (Wha keeps the car from sliding off the Fc=

A car rounding a flat curve (Wha keeps the car from sliding off the 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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Please help with 5-6 of this fbd worksheet on circular motion. Please include the center, equation, forces, and radial and tangential or perpendicular axes.
7-3 5. A car rounding a flat curve (What force keeps the car from sliding off the road?) 6. A ball sliding upward inside a frictionless circular loop, at the 3:00 position Fc =. Fc =. 7. A person standing in the rotating drum of an amusement park ride 8. The cylindrical drum in (7) has speeded up and the floor has dropped down Fc= F Fc = %3D
Transcribed Image Text:7-3 5. A car rounding a flat curve (What force keeps the car from sliding off the road?) 6. A ball sliding upward inside a frictionless circular loop, at the 3:00 position Fc =. Fc =. 7. A person standing in the rotating drum of an amusement park ride 8. The cylindrical drum in (7) has speeded up and the floor has dropped down Fc= F Fc = %3D
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. %3D 1. A yo-yo on a string, circling into the page on a flat, frictionless surface 2. A cart moving at constant speed over the top of a circular hill Fc= _F N on Earth loyg object N on Earth by Object Fro Ton objectby V Fq on object by string
Transcribed Image Text: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. %3D 1. A yo-yo on a string, circling into the page on a flat, frictionless surface 2. A cart moving at constant speed over the top of a circular hill Fc= _F N on Earth loyg object N on Earth by Object Fro Ton objectby V Fq on object by string
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