Physics: Principles with Applications
Physics: Principles with Applications
6th Edition
ISBN: 9780130606204
Author: Douglas C. Giancoli
Publisher: Prentice Hall
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Chapter 5, Problem 26P

For each of the cases described below, sketch and label the total acceleration vector, the radial acceleration vector, and the tangential acceleration vector. (a) A car is accelerating from 55 km/h to 70 km/h as it rounds a curve of constant radius. (b) A car is going a constant 65 km/h as it rounds a curve of constant radius. (c) A car slows down while rounding a curve of constant radius.

Expert Solution & Answer
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To determine

For each of the cases, sketch and label the total acceleration vector, the radial acceleration vector,and the tangential acceleration vector

Explanation of Solution

Given:

a. A car is accelerating from 55 km/h to 70 km/h as it rounds a curve of constant radius.

b. A car is going a constant 65km/h as it rounds a curve of constant radius

c. A car slows down while rounding a curve of constant radius.

Calculations:

  1. A car is accelerating from 55km/h to 70 km/h on a circular track will have radial as well tangential accelerations. When a car rounds a curve of constant radius, then the radial acceleration ar and the tangential acceleration at are perpendicular to each other.
  2. Use Pythagorastheorem for total acceleration atotal as

      atotal=ar2+at2

    Now below figure shows, the total acceleration vector, the radial acceleration vector, tangential acceleration vector of a car which is taking anticlockwise turn.

      Physics: Principles with Applications, Chapter 5, Problem 26P , additional homework tip  1

  3. A car is going at the constant speed of 65km/h on a curve will have only radial acceleration, directed towards the center of the curve in such case it has only radial acceleration.
  4. Now below figure shows the radial acceleration vector of a car.

      Physics: Principles with Applications, Chapter 5, Problem 26P , additional homework tip  2

  5. As a car slows down while rounding a curve of constant radius, then the tangential acceleration atwill act in opposite direction to the direction of motion of the car.

However, the radial acceleration ar and the tangential acceleration at will be perpendicular to each other.

Use Pythagorastheorem for total acceleration atotal as

  atotal=ar2+at2

Now below figure shows, the total acceleration vector, the radial acceleration vector, tangential acceleration vector of a car which is taking anticlockwise turn.

  Physics: Principles with Applications, Chapter 5, Problem 26P , additional homework tip  3

Chapter 5 Solutions

Physics: Principles with Applications

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