Tension in Strings HELP thanks-very simple.

In summary, to find the tension in the string, you need to know the angle the string makes with the object, the length of the string, and the weight of the object. If you have a diagram, that will make the calculations much easier.
  • #71
do you mean i use the equation: (m*wavelength)/d = x/L
 
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  • #72
right?
 
  • #73
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  • #74
At what frequency must the string between the pulleys vibrate in order to form the standing-wave pattern shown in Figure b)?


okay astronuc according to your first website this is my answer, is this right? .5736Hz
 
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  • #75
is this right?
 
  • #76
Please Please Please Help! Any Help W/ Part B) Would Be Greatly Appreciated.
 
  • #77
Please look at the links that Astronuc provided. (The second link is the same site I've been linking to.) Both of them will make excellent references for you.

Note that one wavelength = two "loops" (or two anti-nodes). In your problem, you see three loops. If 2 loops equal 1 wavelength, but 3 loops equal 2 m--what must be the wavelength? Set up a ratio and solve for the wavelength.
 

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