The speed of a wave on a string can be calculated using the formula \( v = \sqrt{\frac{T}{\mu}} \), where \( T \) is the tension in the string and \( \mu \) is the linear density. In this case, with a linear density of 26.9 g/m (0.0269 kg/m) and a tension of 57.9 N, the wave speed is determined to be approximately 45.5 m/s. This calculation is essential for understanding wave dynamics in physics and engineering applications.
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Suppose you have a string with a linear density of 26.9g/m. A tension of 57.9 N is applied to this string. What will be the speed of the wave on this string?brandon26 said: