The correct graph between the frequency n and square root of density `rho` of a wire, keeping its length, radius and tension constant, is

A sonometer wire is in tnison with a tuning fork of frequency 256 Hz, when the lenghts of the wire between the bridges is 75 cm and only one loop is formed. By keeping the lengths and tension constant, the wire is made to vibrate with 2 loops. The wire can still be in resonance with a tuning fork, provided the freqency of the tuning fork is

Assertion : The fundamental frequency of a stretched string is directly proportional to the square root of the tension in the string if length and mass of the string are constant. Reason : There are n nodes and n antinodes forms when standing waves are formed in a stretched string.

Frequency is the function of density (rho) , length (a) and surface tension (T) . Then its value is

Draw a graph to show the variation of resistance of a metal wire as a function of its diameter, keeping length and temperature constant.

Which of the following shown the correct relationship between the pressure 'P' and density rho of an idealgas at constant tem pera ture?

Plot a graph showing the variation of resistance of a conducting wire as function of its radius, keeping the length of a wire and its temperature as constant.

Frequency is the function of density rho , length lambda and tension T . The period of oscillation is proporttional to

Draw a graph between terminal velocity of a spherical body and square of its radius?

A wire under a tension vibrates with fundamental frequency of 256 Hz . What should be the fundamental frequency of the wire if its length is half, thickness twice and one - fourth of the tension ?