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 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 standing wave with the points of the string at which the displacement amplitude is equal to 3.5 mm being separated by 15.0 cm. The maximum displacement amplitude is X. 95 mm then find out the value of X.

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 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 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 standing wave exists in string of length 150 cm fixed at both ends. The displacement amplitude of a point at a distance of 10 cm from one of ends if 5sqrt(3)mm . The distance between two nearest points, within the same loop having the same displacement amplitude of 5sqrt(3) is 10 nm. The maximum displacement amplitude of the particle in the string is,: