A lcm long string fixed at both ends,sustains a standing wave such that all the points on the string having displacement amplitude 1mm (less than maximum amplitude) are separated by d cm. The string is oscillating in its third overtone then

A string 120 cm in length sustains a standing wave with the points of the string aat which the displacement amplitude is equal to 3.5 mm being separated by 15.0 cm . Find the maximum displacement amplitude . To which overtone do these oscillations correspond ?

A string 120 cm in length sustains a standing wave, with the points of the string at which the displacement amplitude is equal to 3.5 mm being separated by 15.0cm. Find the maximum displacement amplitude. To which overtone do these oscillations correspond ?

A string 120 cm in length sustains a standing wave, with the points of string at which the displacement amplitude is equal to sqrt(2 mm being separated by 5.0 cm, Find the maximum displacement amplitude. Also find the harmonic corresponding to this wave.

A streteched string of length l fixed at both ends can sustain stationary waves of wavelength lambda given by

A string fixed at both ends has consecutive standing wave modes for which the distances between adjacent nodes are 18 cm and 16 cm respectively. The minimum possible length of the string is:

A string fixed at both ends, is vibrating in a particular mode of vibration. Vibration is such that a point on string is at maximum displacement and it is at a distance of one fourth of length of string from one end. The frequency of vibration in thus mode is 200 Hz . What will be the frequency of vibration when it vibrates in next mode such that the same point is at maximum displacement?

A stretched string of length 200cm supports a stationary wave with points having a displacement amplitude of mm being separated by equal intervals of 20cm. To which overtone do these vibrations belong.

A string of mass m is fixed at both ends. The fundamental tone oscillations are excited with circular frequency omega and maximum displacement amplitude a_(max) . Find : (a) the maximum kinetic energy of the string, (b) the mean kinetic energy of the string averaged over one oscillation period.

A string is fixed at both end transverse oscillations with amplitude a_(0) are excited. Which of the following statements are correct ?

A string of mass 0.2 kg/m and length l= 0.6 m is fixed at both ends and stretched such that it has a tension of 80 N. the string vibrates in 3 segments with maximum amplitude of 0.5 cm. the maximum transverse velocity amplitude is