Consider the wave pulses shown in snapshot graphs i-iv below.
Each pulse has a time, absolute phase speed, and travel direction
given below it.
| i) | ![]() t = 1 s, 1 m/s ← |
ii) | ![]() t = 0 s, 2 m/s → |
| iii) | ![]() t = 2 s, 1 m/s → |
iv) | ![]() t = 3 s, 1 m/s → |
| A) | ![]() |
B) | ![]() |
| C) | ![]() |
D) | ![]() |
ii) does not match any
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i) matches with D
D considers position at x=1
The wave travels in (i) at 1m/s to left. If we consider D, the history is at x=1,where y = 0 and continues as 0 for next two seconds, i.e upto t=3, from t=3 to t=5 it should fall to zero.
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iv) matches with B
in ( iv) wave travels towards right with 1m/s
Reference point in (iv) is x=0 , at t=3 this point was at 0 and earlier 1 sec also at zero but in earlier 2nd sec should go to y=1 and further 1 sec to y=0.5
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iii) matches with C
in iii) wave travels at 1m/s to right .
In C history is at x =1 m
At x=1 in iii), the value of y at t=2 sec is y=0
in the previou 2secs back it was -1 .
Consider the wave pulses shown in snapshot graphs i-iv below. Each pulse has a time, absolute...
3. [lpt] Consider the wave pulses shown in snapshot graphs i-iv below. Each pulse has a time, absolute phase speed, and travel direction given below it. R) -3 -2 -1 1 23 45 6 7 X (n) 2 s, 1 m/s -3-2 -1 1 23 45 6 7 x (m) t1.5 , 2 m/s- iv) -1 -32 -1 1 23 45 6 7 x Cn) 1-4s, 1 m/s → -3 -2 -1 0 12 3 4 5 6 7 x...
12. Below are two history graphs for wave pulses on a string. The speed and direction of each pulse are índicated. For each, draw the snapshot graph at the specified instant of time. No distance scale is provided, so you must determine an appropriate scale and label the x-axis appropriately a. b. History atx=2cm Atx=-1 cm t (s) t (s) 0,02 0.04 0.06 -006 -002 006, 00 cm's to the left 50 cm/s to the left Snapshot at t= 0.02...
Find the phase speed v for the wave whose snapshot and history
graphs are given below. Show your calculations for the wave crest.
[ans. -1.5 m/s]
Please show work :)
5. [5pt Find the phase speed v for the wave whose snapshot and history graphs are given below. Show your calculations for the wave crest. [ans. -1.5 m/s] 3-1 211 t = 8 0 1 2 3 5 6 78 9 10 11 12 X (m) 2x7 m -3 0...
y(cm) 1) Snapshots Make History. A snapshot graph of a wave at t 2 s is shown to the right. If the wave travels at 1 m/s to the left, draw the history graph for this wave at x 3 m from t = 0 s to t 6 s. Your solution must contain at least 3 sketches of snapshot graphs at different times. 1 m/s x (m) 1 2 3 4 5 6 7 -1
(17) The pulses shown in the figure are traveling through a string. Draw a snapshot graph for the string at t = 2.0 s. y (cm) at i=0 s 1 1 m/s 0 2 4 6 8 x (m) 10 -1 1 m/s
Draw a (17) The pulses shown in the figure are traveling through a string. snapshot graph for the string at t = 2.0 s. y (cm) at t=0 s 1 m/s -- 0 x (m) 2 4 6 8 110 1 m/s -1
The pulses shown in the figure are traveling through a string. Draw a snapshot graph for the string at t = 2.0 s. y (cm) at 1=0s 1 m/s 1 0 2 x (m) 810 1 m/s -1-
The graphs below show a snapshot of a wave on a string at time t = 0.00 ms on the left and the history of the piece of string at position x = 0.00 m on the right. The linear mass density of the string is 0.784 t/m. Is this wave moving to the right or to the left? Explain briefly. Assuming the wave may be represented mathematically by the equation y = A sin (kx plusminus omega t +...
(17) The pulses shown in the figure are traveling through a string. Draw a snapshot graph for the string at t = 2.0 s. y (cm) at t=0 1 1 m/s 0 10 x (m) 8 y (cm) at i=0 1 1 m/s 1 m/s -14 0 10, *(m) 6 N 8 1 m/s
(Figure 1) is a snapshot graph of a wave at t = 0 s
.
What is the history graph for this wave at x =
6 m , for t = 0 s to 6 s ?
Option 1)
Option 2)
Option 3)
Option 4)
y (cm) m/s x (m) 1 1 2 3 4 5 6 7