u
describe the formation of nodes and anti nodes by two in phase and not in phase...
Suppose you have a standing wave with three nodes and two anti-nodes (two vibrating segments). and the trequency is 60.0 Hz. You turn the knob on the controller so that the frequency now reads 55 Hz. How many anti-nodes do you expect to see? If the pattern is no longer a standing wave, this means 0 anti-nodes. I expect to see anti-nodes
You have a pattern which has five nodes and four anti-nodes, with the frequency set to 120.0 Hz. The string is 1.15 m long, and the pulley over which it is run is located 1.00 m from the vibrator. The mass of the string is 0.425 grams. What is the wavelength of the wave, in MKS units? The wavelength of the wave is..... [units. But don't enter the units!]
You have a patterr which has ive nodes and four anti-nodes, w th the frequency set to 120.0 Hz The string is 1.15 m ong. and the pulley over which it is run is located 1.00 m from the vibrator. The mass of the string is 0.425 grams. What is the wave speed of the wave in MKS units? The wave speed is (units. But don't enter the units!
V 2.3. When demonstrating the formation of nodes and antinodes in a string, your professor measured a wire to be 100 cm long, and she adjusted the hanging weights to make the wire vibrate with five nodes, two of the nodes at the two ends. Find the wavelength and speed of the wave in the wire if the wire is being vibrated at 750 Hz.
plz explain this question in detail Q8. Two wave sources, separated by a distance of 9.4 m, emit in phase sound of wavelength 6.8 m. Destructive interference will cause the formation of nodes on the line between the sources at the following distances from one of the sources: A. 1.85 m only B. 3.133 m only C. 1.3 m, 4.7 m and 8.1 m D. 3.0 m and 6.4 m E. 4.7 m only
Two coherent 3kHz radio wave sources are in phase at the same position. You start to slowly separate them. What is the separation distance when the resulting wave amplitude is (a) Half of the amplitude of one of the single sources? (b) Zero? (c) Double the amplitude of one of the single sources?
What are the two forces responsible for formation of the tides? gravitational attraction and centrifugal force Coriolis force and Western intensification tide force and centripetal force normal force and frictional force Ebb tides and flood tides refer to ________. tsunamis outgoing and incoming tides high- and low- water stands all of the above The period of the tidal wave is greater than the period of ________. gravity wave capillary wave tsunami wave all of the above What happens when wave...
Two nearby nodes of a standing wave are separated by 4.1 m. If the frequency of the wave is 185 Hz, what is the speed of the wave? m/s
1. Find all the equilibria, draw the phase diagram, and classify equilibria as sources, sinks, or nodes, for the equation 1. Find all the equilibria, draw the phase diagram, and classify equilibria as sources, sinks, or nodes, for the equation
Two compact sources of sound oscillate in phase with a frequency of 100 Hz. At a point 5.00 m from one source and 5.85 m from the other, the amplitude of the sound from each source separately is A. The speed of sound in air is 343 m/s. (a) What is the phase difference of the two waves at that point? (b) What is the amplitude (in terms of A) of the resultant wave at that point?