Rank the following waves in order

  • Thread starter Thread starter sona1177
  • Start date Start date
  • Tags Tags
    rank Waves
AI Thread Summary
The discussion revolves around ranking waves based on their angular frequency from smallest to largest. The initial ranking provided by the user was incorrect, as they did not properly analyze the angular frequency values given in the equations. After receiving hints, the user recognized that the angular frequencies were directly provided in the equations. The correct order of the waves based on their angular frequencies is C < D < E < A < B. This highlights the importance of accurately interpreting the given data in physics problems.
sona1177
Messages
171
Reaction score
1

Homework Statement


Rank the waves described by the following equations by their angular frequency, from smallest to largest.

A. y(x,t)=(8.0 mm) sin [64 rad/s)t + (8 rad/m)x]
B. y(x,t)= (12 mm) sin [(77 rad/s)t + (7 rad/m)x]
C. y(x,t)= (16 mm) sin[(16 rad/s)t + (6 rad/m)x]
D. y(x,t)= (13 mm) sin [28 rad/s)t + (5 rad/m)x]
E. y(x,t)= (16 mm) sin [(39 rad/s)t + (9 rad/m)x]


Homework Equations



My answer: C <E <A < B <D

but this is wrong. can someone please help

The Attempt at a Solution

 
Physics news on Phys.org
Why did you settle on that particular ordering? What is your reasoning?
 
sona1177 said:
My answer: C <E <A < B <D
Try replacing the "C", "E", etc. with the actual frequency values. I think you'll see what is wrong then.
 
Well I don't know the actual frequency values. I wrote it as it is given to me. I tried plugging in random numbers and that's the order I get.
 
Look in your textbook. What is the general formula for a wave described by y(x,t)?
 
sona1177 said:
Well I don't know the actual frequency values.
Okay, here's a little hint: what units does angular frequency have?
 
Redbelly98 said:
Okay, here's a little hint: what units does angular frequency have?

Now I realize this problem is so simple, w (angular frequency was given in the problem). order=C < D < E < A < B
 
sona1177 said:
Now I realize this problem is so simple . . .

:biggrin:
 
Back
Top