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Resonance in Sound Waves

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a string of one meter length is free to vibrate at the ends. it is clamped at the points A and B 15cm from the free ends. how many nodes are formed in the fundamental mode ?

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The vibrations of a string fixed at both ends are described by the

$y = (5.00 m m) s i n [(1.57 c m^{- 1}) x] s i n [(314 s^{- 1}) t]$

If the length of the string is 10.0 cm, locate the nodes and the antinodes. How many loops are formed in the vibration?

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