Strings Fixed At One End And Free From Other End

Vibrations of string fixed at both ends | Sonometer wire questions | Vibrations of string fixed at one end and free at other end | Sound waves introduction

In the figure (i) a uniform string is fixed at one end and the other end is pulled by a tension T. another force T acts at mid point of the string. In figure (ii) another identical string is pulled by tension T at both the ends. The ratio of elongation in equilibrium of string (i) to the elongation of string in (ii) is

In the figure (i) an extensible string is fixed at one end and the other end is pulled by a tension T. In figure (ii) another identical string is pulled by tension T' at both the ends. The ratio of elongation in equilibrium of string in (i) to the elongation of string in (ii) is

A standing wave is produced on a string on a string clamped at one end and free at the other. The length of the string

Stading waves can be produced (A) On a string clamed at both ends. (B) On a string clamed at one end and free at the other. (C ) When incident wave gets reflected from a wall. (D) When two identical waves with a phase difference of pi are moving in the same direction The correct statements are

Statement-1 : If transverse waves are produced in a very long string fixed at one end. Near the free end only progressive wave is observed, in parctice Statement-2 : Energy of reflected wave does not reach the free end.

Assertion:- Transvers waves are produced in a very long string fixed at one end. Near the free end only progressive wave is observed. Reason:- Energy of reflected wave does does not reach the free end.

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.

A string 1 m long is fixed at one end. The other end is moved up and down with frequency 20 Hz. Due to this, a stationary wave with four complete loops, gets produced on the string. Find the speed of the progressive wave which produces the stationary wave. [Note: Remember that the moving end is a antinode.]

One end of a string 0.5 m long is fixed to a point A and the other end is fastened to a small object of weight 8 N . The object is pulled aside by a horizontal force F, until it is 0.3 m from the vertical through A .Find the magnitudes of the tension T in the string and force F .