Home › MHT-CET › Physics › Superposition of Waves › The fundamental frequency of a vibrating string …
The fundamental frequency of a vibrating string is directly proportional to the:
Atension itself
Btension squared
Croot of the tension
Dcube of the tension
Answer & Solution
Correct answer: C. root of the tension
The law of tension states that n is proportional to the square root of T.
Related questions
Which scientist speculated since 1968 about an inverse Doppler effect?Who first described the frequency change of waves for a moving source, in 1842?Beats are perceived as a periodic variation in which property of the sound?Which principle explains that two sounds sounding together simply add their amplitudes?A tuner hears beats slow down as two strings are tuned. What is happening to their pitchesA beat in acoustics is caused by the interference of two sounds that haveA standing wave is best described as a wave whose peak amplitude profileWhat quantity measures how closely a transmission line wave resembles a pure standing wave