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Problem

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question

The equationof a transverse wave isisgiven by y = 6.0 sin(.020\pix + 4.0\pit) where x and y are expressed in cm and t is expressed in second. Calculate the following: (a) the amplitude of the wave; (b) the wavelength of the wave; (c) the frequency of the wave; (d) the speed of the wave; (e) the direction of propagation of the wave; and (f) the maximum transverse speed of a particle of the wave.

category

physics

options

  1. (a) 6 cm, (b) 150 cm, (c) 0.67 Hz, (d) 300 cm/sec, (e) to the right, (f) 12 cm/sec
  2. (a) 6 cm, (b) 100 cm, (c) 2 Hz, (d) 200 cm/sec, (e) to the left, (f) 75 cm/sec
  3. (a) 10 cm, (b) 150 cm, (c) 3 Hz, (d) 300 cm/sec, (e) to the right, (f) 80 cm/sec
  4. (a) 7 cm, (b) 100 cm, (c) 2.5 Hz, (d) 250 cm/sec, (e) to the left, (f) 105 cm/sec
  5. (a) 6 cm, (b) 314 cm, (c) 0.32 Hz, (d) 100 cm/sec, (e) to the right, (f) 38 cm/sec
  6. (a) 6 cm, (b) 50 cm, (c) 0.5 Hz, (d) 100 cm/sec, (e) to the right, (f) 60 cm/sec
  7. (a) 4 cm, (b) 75 cm, (c) 1 Hz, (d) 150 cm/sec, (e) to the right, (f) 90 cm/sec
  8. (a) 5 cm, (b) 200 cm, (c) 0.25 Hz, (d) 400 cm/sec, (e) to the left, (f) 30 cm/sec
  9. (a) 6 cm, (b) 100 cm, (c) 1.59 Hz, (d) 159 cm/sec, (e) to the left, (f) 60 cm/sec
  10. (a) 8 cm, (b) 120 cm, (c) 4 Hz, (d) 250 cm/sec, (e) to the left, (f) 70 cm/sec

src

stemez-Optics

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