David Sang and Graham Jones Solutions for Chapter: Oscillations, Exercise 8: Questions

Author:David Sang & Graham Jones

David Sang Physics Solutions for Exercise - David Sang and Graham Jones Solutions for Chapter: Oscillations, Exercise 8: Questions

Attempt the practice questions on Chapter 18: Oscillations, Exercise 8: Questions with hints and solutions to strengthen your understanding. Physics for Cambridge International AS & A Level Coursebook 3rd Edition Digital Access solutions are prepared by Experienced Embibe Experts.

Questions from David Sang and Graham Jones Solutions for Chapter: Oscillations, Exercise 8: Questions with Hints & Solutions

MEDIUM
AS and A Level
IMPORTANT

Figure shows the displacement- time graph for an oscillating mass. Use the graph to determine Period.

Question Image

A displacement-time graph

MEDIUM
AS and A Level
IMPORTANT

Figure shows the displacement- time graph for an oscillating mass. Use the graph to determine the frequency.

Question Image

A displacement-time graph

MEDIUM
AS and A Level
IMPORTANT

Figure shows the displacement- time graph for an oscillating mass. Use the graph to determine the angular frequency.

Question Image

A displacement-time graph

MEDIUM
AS and A Level
IMPORTANT

Figure shows the displacement- time graph for an oscillating mass. Use the graph to determine the displacement at A

Question Image

A displacement-time graph

EASY
AS and A Level
IMPORTANT

Figure shows the displacement- time graph for an oscillating mass. Use the graph to determine the velocity at B

Question Image

A displacement-time graph

MEDIUM
AS and A Level
IMPORTANT

Figure shows the displacement- time graph for an oscillating mass. Use the graph to determine the velocity at C.

Question Image

A displacement-time graph

EASY
AS and A Level
IMPORTANT

An atom in a crystal vibrates with s.h.m. with a frequency of 1014 Hz. The amplitude of its motion is 2.0×10-12 m

Sketch a graph to show how the displacement of the atom varies during one cycle.

MEDIUM
AS and A Level
IMPORTANT

An atom in a crystal vibrates with s.h.m. with a frequency of 1014 Hz. The amplitude of its motion is 2.0×10-12 m. Use the graph to estimate the maximum velocity of the atom.