Scenario Consider a cone made of a material for which friction may be neglected. The sides of the cone make an angle 0 with the horizontal plane. A small block is placed at point P. In Case 1, the block is released from rest and slides down the side of the cone toward the point at the bottom. In Case 2, the block is released with initial motion so that the block travels with constant speed along the dotted circular path.
Scenario Consider a cone made of a material for which friction may be neglected. The sides of the cone make an angle 0 with the horizontal plane. A small block is placed at point P. In Case 1, the block is released from rest and slides down the side of the cone toward the point at the bottom. In Case 2, the block is released with initial motion so that the block travels with constant speed along the dotted circular path.
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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Transcribed Image Text:**Case 1: Acceleration from Rest**
In Case 1, the block is released from rest. Is the block accelerating?
- Yes □
- No □
*Explain, and if yes, determine the direction of the acceleration.*
___
___
___
**Case 2: Constant Speed on Circular Path**
In Case 2, the block is released so that it travels with a constant speed along the dotted circular path. Is the block accelerating?
- Yes □
- No □
*Explain, and if yes, determine the direction of the acceleration.*
___
___
___

Transcribed Image Text:**Scenario**
Consider a cone made of a material for which friction may be neglected. The sides of the cone make an angle θ with the horizontal plane. A small block is placed at point P. In Case 1, the block is released from rest and slides down the side of the cone toward the point at the bottom. In Case 2, the block is released with initial motion so that the block travels with constant speed along the dotted circular path.
**Diagram Explanation**
The diagram shows a cone with its vertex pointing downward. The side of the cone makes an angle θ with a horizontal plane. A small block is located at point P on the sloped side of the cone. A dotted line indicates a circular path around the cone, where the block could travel at a constant speed in Case 2.
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