Sounds, Springs, and Pendelums

Homework Statement

A vibrator moves one end of a rope up and down to generate a wave. The tension in the rope is 63 N. The frequency is then doubled. To what value must the tension be adjusted, so the new wave has the same wavelength as the old one?

(1/2)kx^2
and/or
(1/2)mv^2

The Attempt at a Solution

I tried using those equations but i am not getting the right answer :/ Please Help. Any assistance would be appreciated. thnk you

Last edited:

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gneill
Mentor
How did you try to use those equations? (I ask because they don't appear to be relevant to the problem at hand, so I'm curious).

sorry. i edited the question and changed the question but i forgot to change the other 2 parts.

so...
relevant equation:
I know velocity=frequecy*wavelength, but i do not see where tension comes in in this problem. is there another equation i should use?

gneill
Mentor
Do a search on the keywords: wave velocity tension .