One end of a `2.4 - m`string is held fixed and the other end is attached to a weightless ring that can slide along a frictionless rod as shown in Fig. 7.86. The three longest possible wavelength for standing waves in this string are respectively

One end of a string of length 120 cm is tied to a peg and other is attached to a weightless ring that can slide along a frictionless vertical rod fixed at a distance slightly greater then 120 cm .Find the three longest possible waveleghts

What is maximum possible wavelength of standing waves in 1m long string if it is fixed at both ends

A string fixed at both ends is 8 long and has a mass of 0.120 kg. It is subjected to a tension 96 N and set oscillating. The longest possible wavelwngth and frequency of the standing wave are

A string fixed at both ends is 7.50 m long and has a mass of 0.120 kg. It is subjected to a tension of 96.0 N and set oscillating (a) What is the speed of the waves on the string? (b) What is thc longest possible wavelength for a standing wave? (c) Give the frequency of that wave.

A string fixed at both ends is 8.40 m long and has a mass of 0.120 kg . It is subjected to a tension of 96.0 N and set oscillating. (a) What is the speed of the waves on the string? (b) What is the longest possible wavelength for a standing wave ? (c) Give the frequency of the wave.

A particle, held by a string whose other end is attached to a fixed point C, moves in a circle on a horizontal frictionless surface. If the string is cut, the angular momentum of the particle about the point C

A ring of mass m is attached to a horizontal spring of spring constant k and natural length l_0 . The other end of the spring is fixed and the ring can slide on a horizontal rod as shown. Now the ring is shifted to position B and released Find the speed of the ring when the spring attains its natural length.

One end of a thin straight elastic string is fixed at A(4,-1) and the other end B is at (1,2) in the unstretched condition.If the string is stretched to triple its length to the point C, then find the coordinates of this point.

In a standing wave 4 nodes and 3 antinodes are formed between two fixed end of string of length 6 m. Then the wave length of the standing wave is

A uniform string of length 6.5 m is subjected to a tension of 40 N . Mass of the string is 162.5 g . One end of the string is fixed and the other end is tied to a source (s). which produces a transverse oscillation. The displacement of the end of the string tied to the source can be expressed as y = (3 mm) sin (40 pi t) , where ‘t’ is time. Find the displacement of point P of the string at a distance of 3.75 m from the fixed end, at time t = 0.3 s .