Solve the following exercises related to the topics of waves, placing an image or drawing where they represent the problem posed:  4.- Calculate the speed or magnitude of the speed with which a longitudinal wave propagates with a frequency of 120 Hz/s and a wavelength of 10 m/cycle. 5.- Calculate the frequency and period of the waves produced on a guitar string, if they have a propagation speed of 140 m/s and their wavelength is 0.3 m/cycle. 6.- Explain by means of observable examples in your environment, what is a mechanical wave and what is an electromagnetic wave.  I will be very grateful for you help (◍•ᴗ•◍)✧*。

Q: The sound from a cricket's chirp travels at 32.5 m/s and has a wavelength that is 3.2 m long. What…

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Q: Describe 2 ways that waves can interact with physical boundaries to their medium?

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Q: As a wave moves what actually moves? Justify your answer. a) Particles/matter move from one place…

A: Option C Energy is transferred from one place to another.while particle of matter in medium return…

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Q: In Figure below the hand moves the end of the Slinky up and down through two complete cycles in one…

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Q: 8. Draw on the diagram and label the period and amplitude of the wave on the diagram below. Height…

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Q: A rocker arm with rollers at A and B is shown in the position when the valve is open and the valve…

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Q: An ambulance traveling eastbound at 136.0 km/h with sirens blaring at a frequency of 6.50 x 102 Hz…

A: Solution-

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A: The oscillations are the basic cause of waves. The wave is only produced when we have something of…

Q: Draw two different waves with the same wavelength but different amplitudes. Indicate which has the…

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Q: Calculate the frequency and period of the waves produced on a guitar string, if they have a…

A: Wavelength = 0.3 m  Speed = 140 m/s  We need to determine the frequency and period of wave.

Q: Six waves are shown travelling in a certain medium. The waves have the same frequency. The amplitude…

A: Given λA = 3 m λB = 2 m λC = 6 m λD = 6 m λE = 3 m λF = 2 m

Q: The next few questions challenge you to figure out the acceleration due to gravity ( g) on various…

A: Acceleration of freely falling stone will be equal to acceleration due to gravity in vertically…

Q: Rank the waves in the above question from the lowest frequency to the highest frequency. 1. C, A,…

A: The frequency is given as the number of cycles per second. It is the number of cycles that the wave…

Q: The wave train shown below was created in 1.0 seconds. What is its velocity? Record your answer to…

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Q: The vertical position, y, of any point on a rope that supports a transverse wave travelling…

A: Given: The equation of the transverse wave is given as. y=0.5sin4πt+5πx…

Q: The wave shown is moving to the right with a wave speed of 54.3 m/s. What is the frequency of the…

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Q: a)Describe and explain how the following waves could be generated in the laboratory: i) Water waves…

A: a) Below points explain about how water waves and sound waves can be generated in laboratory.  i)…

Q: Figure 6-6 shows displaceme curves for two sinusoidal waves for motion at a particular position on a…

A: 1)The required frequency of the wave is,

Wave Motion

A wave motion is defined as the propagation of disturbances or transfer of energy and momentum from the state of rest or equilibrium to another point in a medium without any actual transfer of matter between them. In a simple explanation, it is the propagation of energy through a medium that is produced due to the repeated vibrations of the particles. Common things we see day to day like waves on water oscillation of a pendulum or bell, light wave, and all the subatomic particles exhibiting wavelike properties. The propagation of waves depends on the medium and their properties. The wave function is the disturbance that produces waves as a function of time. This disturbance oscillates periodically with a fixed frequency and wavelength. There are linear wave motion and non-linear wave motion based on their propagation, motion, and time period where linear wave motion is like sinusoidal waves and non-linear wave motion like a wave motion that gets interrupted in the middle of their propagation.