A source with a period of 0.10 s is used to make waves in a string that is 4.0 m long. The source creates a standing wave in the string, with five complete loops. Find the speed of the waves and the time it takes for the waves to move from one end of the string to the other.
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A source with a period of 0.10 s is used to make waves in a string that is 4.0 m long. The source creates a standing wave in the string, with five complete loops. Find the speed of the waves and the time it takes for the waves to move from one end of the string to the other.
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- A standing wave with 1 anti-node is set up in a string that has a linear mass density of 0.015 kg/m and pulled tight with a tension force of 0.8 N. If the string has a length of 0.8 meters, what is the frequency of this standing wave?The third harmonic frequency of a standing wave is 285 Hz on a string of length 73 cm that is bound at the two ends and is under tension. What is the speed of traveling waves on this string?A wave travels at speed of 60 cm/s on a string. Its wave is described with the function: y = A sin(kx – wt + p). Here x and y are in cm. A snapshot of the wave is shown below. a) Find the phase difference between x1 = 4 cm and x2 = 10 cm at the time when the snapshot was taken. b) Find the wave function in the form of, y = A sin(kx – wt + p), if the snapshot was taken at t = 0.01 s y(cm) 4 3 1 x(cm) 20 -1 6. 8 10 12 14 16 18 -3 -4 -5
- The equation of a transverse wave traveling on a string is given by y = A sin(kx - wt). Data: A=11 mm, k=35 rad/m, w= 500 rad/s. 1) What is the amplitude? 2) What is the frequency? 3) What is the wave velocity? 4) What is the wavelength? 5) For the same wave, find the maximum transverse speed of a particle in the string.A standing wave with 4 anti-nodes is set up in a string that has a linear mass density of 0.011 kg/m and pulled tight with a tension force of 1.7 N. If the string has a length of 1.3 meters, what is the frequency of this standing wave?Two waves are generated on a string of length 4.8 m to produce a three-loop standing wave with an amplitude of 1.4 cm. The wave speed is 112 m/s. Let the equation for one of the waves be of the form y(x, t) = Ym Sin (kx + wt). In the equation for the other wave, what are (a) ym, (b) k, (c) w, and (d) the sign in front of w? (a) Number i Units (b) Number Units (c) Number i Units (d) > >
- A 120-cm string has a total mass of 80 g. One end of the string is tied to a post. A pulley is placed 90 cm from the post, and a mass of 265 g is suspended from the other end of the string, and hung over the pulley. (a) What do you expect the speed of waves on the string to be equal to? (b) What is the frequency of a standing wave on this string which has four antinodes?A string of mass 9 grams is stretched to a length of 0.4 meters and fastened at both end so that it can freely vibrate. The tension on the string is 2000 Newtons. What is the linear density of the string? kg/m Submit Answer Tries 0/2 At what speed would a wave propagate on this string? m/s Submit Answer Tries 0/2 What is the wavelength of the first harmonic (also called the fundamental frequency) of standing wave created by the vibrating string? Submit Answer Tries 0/2 What is the fundamental frequency of the vibrating string? HzA string has a length of 2.50 m and is fixed at the ends. At a frequency of 85.0 Hz, a standing wave with 5 loops is formed. What is the wavelength of the wave when it is vibrating at the fundamental frequency of the wave? What is the fundamental frequency of the wave? At what frequency would the third overtone occur?
- What is the speed of a transverse wave on the rope if the mass were increased to 3.00 kg? What is the wavelength of a transverse wave on the rope if the mass were increased to 3.00 kg?A standing wave is set up in a string of length L, fixed at both ends. The wavelength of the wave is X=1 m. We count 5 loops on the string, then it's length: L=1 m L=2.5 m L=5 m L=3.5 m NoneA transverse wave yields a 'y' value as a sine function of 'x' and 't'. The wave oscillates between +0.6 m and -0.6 m. The wavenumber for this transverse wave is 12.5 rad/m and the angular frequency is 3.2 rad/s. What is the minimum amount of time it would take for the wave to travel from a point on the wave that has a value of ya = +0.4 m to another point that has a value of yb = -0.25 m?