In a standing transerse wave on a string :

Statement I : In a standing wave on a string , the spacing between nodes is Delta x . If the tension in string is increased wave same as before , then the separation between nearest nodes will be increased. Statement II : Spacing between nodes ( consecutive) in the standing wave is equal to half of the wavelength of component waves.

The velocity of a transverse wave on a string of length 0.5 is 225 m/s . What is the fundamental frequency of a standing wave on this string if both ends are kept fixed ?

Spacing between two successive nodes in a standing wave on a string is x . If frequency of the standing wave is kept unchanged but tension in the string is doubled, then new sapcing between successive nodes will become:

Spacing between two successive nodes in a standing wave on a string is x . If frequency of the standing wave is kept unchanged but tension in the string is doubled, then new sapcing between successive nodes will become:

The standing wave pattern along a string of length 60 cm is shown in the above diagram. If the speed of the transverse waves on this string is 300 m/s, in which one of the following modes is the string vibrating?

Standing waves

Standing Waves