A wave is described by the equation: with t in seconds and x in metres. (i) (ii) y(x, t) = 0.6 sin[(2t - 6x) + (iv) кто Find the frequency, wavelength and wave number of this wave [Hint: write (2t-6x) as -(6x-2t) and then use trigonometric identities to interpret what y(x,t) = Asin[-(kx-ot)] represents graphically compared to y(x, t) = Asin(kx-cot). What is the propagation velocity/wave speed of this wave? What is the displacement and velocity of a particle at x = 0,3 m at t = 2 s? Based on your answer in (c) above, is the particle at x = 0,3 m moving away or towards the equilibrium at t = 2 s? Explain.

Q: 1. Consider two wave with wavefunctions, y1(x, t) = 4.00m sin(am-x Ts t) and Y2(x, t) = 4.00m sin (…

A:

Q: Q: Find the resultant wave function and it is amplitude of the superposition of the two individual…

A: Given wave functions y1​(x,t)=0.8m sin(0.4m−1x−24s−1t+6π​)y2​(x,t)=0.8m sin(0.4m−1x−24s−1t+3π​)To…

Q: (V.) Suppose a transverse wave has function D=4.0(mm)sin(2.0(pi)x-(pi)t), and pass by a medium…

A: The wave equation: D=(4.0 mm)sin2πx-πt

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A: we have yx,t=0.08cos4πx-8πt

Q: Why do we use Ultrasound waves for cleaning, and not regular audible sound waves or even infrasound…

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Q: y = 0.20 sin[12t + x/9 + π] Determine the speed and direction of propagation of each of the…

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Q: the period of oscillation of a given wave is 3.4 seconds and the wave is travelling at 12 m/s, what…

A: Speed v = 12 m/s Time t = 3.4 sec

Q: A transverse wave is represented by equation: y(x,t)=(0.015m)sin[2pi t/.001s)+(2pi x/ .1m)] which…

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Q: (Question 19 – 21) Consider two waves meet in space, y = 2 cos(0.05xx – 200at), and y2 = 2 cos…

A: Introduction: When two waves arrive at a point simultaneously produces a resultant wave with maximum…

Q: 2) List two differences between sound waves and light waves

A: To write two difference between sound wave and light wave.

Equation of Waves

Wave is an oscillation or disturbance traveling in a medium. It performs the transportation of energy but does not carry any matter. This motion of waves will transport fuel in a medium without permanent transfer of mass (particle).