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a transverse wave on a thin rope has a wavelength of 58\;\mathrm{cm}58cm, an amplitude of 6.4\;\mathrm{cm}6.4cm, and a period of 7.3\;\mathrm{s}7.3s. what is the propagation velocity of this wave?

Sagot :

The size of a wave is equivalent to half its top to valley distance, which is the solution to the question.

How can one measure wavelength?

  • A wave sensor's length, which corresponds to the distance between two identical locations (next crests) in successive cycles, determines whether it is sent through space or via a wire. In wireless systems, this length is often specified in meters (m), centimeters (cm), or millimeter (mm) (mm). The duration can be calculated as the distance between two contiguous wave front peaks or waves propagating compressions.
  • It is often represented in meters. Such waves have a relationship between their energy and wavelength. Waves with a shorter wavelength have had more energy than waves with a longer wavelength of the same intensity.
  • A wave is generated as a result of oscillations which creates disturbances in the medium and these disturbances termed as waves propagates or travels from one point to another.
  • Waves can be classifies as:
  • Mechanical waves which requires material medium for their propagation
  • Electromagnetic waves which do not require any material medium to propagate.
  • A wave travels at a specific velocity depending on the type of the medium in which it propagates.

Briefing:

A = 1/2* distance

A = 1/2* 5.8

A = 2.9m

To learn more about propagation velocity refer to:

brainly.com/question/13533093

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