Sunday, April 21, 2013

Q&A


  1. A motion of 1 1/4 vibrations is shown as the following successive motion...
    • A-B-C-B-A-B
  2. Which part is considered as the amplitude?

  3. If the same pendulum moves as a-b-c-b-a-b, its motion performs…
    • A-B-C-B-A-B-C
  4. The number of vibrations performed in every second is…
    • The frequency
  5. If 120 vibrations happen in one minute, the correct statement is...
    • its period is 1/2 seconds
  6. A period of a swing is 5 seconds in every minute, the pendulum will perform...
    • 12 swings
  7. If in 1 over 4 seconds the ruler moves in the B-C-B-A pattern, period of the vibration made by the ruler is…
    • 3/4 seconds
  8. If the frequency of a vibration is 350 Hz, the period of such a vibration is...
    • 1/350 seconds
  9. A pendulum performs swings with a frequency 40 Hz. The number of vibrations that it can make within 3 minutes is…
    • 7,200
  10. If 18,000 waves are performed in 4 minutes, then…
    • the period of the wave is 1/75 seconds
  11. 1 1.2 wave --> t= 0.5 s What is the frequency of the wave?
    • 3 Hz
  12. The frequency of a wave is 300 Hz. If the velocity of the wave is 900 m/s, the wavelength is…
    • 3 m
  13. The length of two transverse waves is 2 m and 2x the wavelength is 3 m.
    • The following statements are related to that statement.
    • 1. The amplitude of the wave is 4 m.
    • 2. The wavelength is 5 m.
    • 3. The velocity of the wave is 100 m/s
    • If the frequency of the wave is 100 Hz, the correct statement(s) are/is 
    • only 3
  14. If the vibration direction is perpendicular to the direction of wave propagation, it means that the wave is a...
    • transverse wave
  15. The velocity of a wave is 150 m/s and its frequency is 300 Hz. The wavelength is...
    • 0.5 m
  16.  Sound propagates in the air with a speed 600 m/s. If the frequency of the keynote is 150 Hz, then the wavelength is…
    • 4 m





Sunday, April 14, 2013

Q&A


  1. A spring-mass system vibrates exactly 10 times per second. Find its period and its frequency. 
    • f = 10/1 = 10Hz
    • T = 1/10 = 0.1
  2. A pendulum swings with a period of 0.20 seconds. 
    • What is its frequency?
      • f = 1/0.20 = 5Hz
    • How many times does it pass the lowest point on its path in 1.0 second? in 7.0 seconds? 
      • 1 second = 5 times          14 times = 70 times
  3. A spring-mass system completes 20.0 vibrations in 5.0 seconds, with a 2.0 cm amplitude. 
    • Find its frequency and its period. 
      • f = 20/4 = 5Hz
      • T = 1/5 = 0.2
    • The same mass is pulled 5.0 cm away from the equilibrium position, then released. What will the period, the frequency, and the amplitude be? 
  4. A pendulum completes 30.0 oscillations per minute. Find its frequency, its period, and its length. 
    • f = 30/60 = 0.5Hz
    • T = 60/30 = 2s
    • = 2/time = 30
  5. A clown is rocking on a rocking chair in the dark. His glowing red nose moves back and forth a distance of 0.42 m exactly 30 times a minute, in a simple harmonic motion. 
    • What is the amplitude of this motion? 
      • = 0.42/2 = 0.21m
    • What is the period of this motion? 
      • 60/30 = 2s
    • What is the frequency of this motion? 
      • 30/60 = 0.5Hz
    • The top of the clown’s hat contains a small light bulb that shines a narrow light beam. The beam makes a spot on the wall that goes back and forth between two dots placed 1.00 m apart as the clown rocks. What are the amplitude, period, and frequency of the spot’s motion? 
  6. A turning fork has a frequency of 256 Hz. The wavelength of the sound produced by the fork is 1.3 meters. Calculate the velocity of the waves.
    • v = wavelength x f           1.3m x 256Hz = 332.8 m/s
  7. Green light has a wavelength of 5.2 x 10-7 m and travels through the air at speed of 3 x 108 m/s. Calculate the period and the frequency of this green light waves. 
  8. Radio waves travel at the speed of light 3.00  108 m/s. An amateur radio system can receive radio signals at frequencies between 8.00 MHz and 1.20 MHz. What is the range of the wavelengths this system can receive? 

Sunday, April 7, 2013

Velocity of a Wave

Velocity
  • The rate on how fast a wave propagates
  • Formulas

    • λ x f *wavelength x frequency*
    • λ/t *wavelength / period*
Examples

If a car is moving at 50 km in an hour, what is the velocity?
Answer:
v = 50/60
v = 0.84










If a wave has a frequency of 10 Hz, and its wavelength is 3 cm, what is the velocity?
Answer:
v λ x f
v = 10 x 3
v = 30 m/s