The frequency of a sonometer wire is f . When the weight producting the tensions are completely. Immersed in water the frequency becomes `f//2` and on immersing the weight in acertain liquid the fequency becomes `f//3`. The specific gravity of the liquid is

the frequency of a sonometer wire is 100 Hz. When the weight producing th tensions are completely immersed in water the frequency becomes 80 Hz and on immersing the weight in a certain liquid the frequency becomes 60 Hz. The specific gravity of the liquid is

The frequency of a sonometer wire is 10 Hz . When the weights producing the tension are completely immersed in water the frequency becomes 80 Hz and on immersing the weights in a certain liquid the frequency becomes 60 Hz . The specific gravity of the liquid is

The frequency of sonometer wire is f. The frequency becomes f//2 when the mass producing the tension is completely immersed in water and on immersing the mass in a certain liquid, frequency becomes f//3 . The relative density of the liquid is

For definite length of wire, if the weight used for applying tension is immersed in water , then frequency will

A sonometer wire is emitting a note a frequency n, when stretched by a weigth. If the weigth is completely immersed in water, then the frequency of the wire

If x is the weight of an object in air and Y is its weight when completely immersed in water, then (X)/(X-Y)

A piece of steel has a weight w in air, w_(1) when completely immersed in water and w_(2) when completely immersed in an unknown liquid. The relative density (specific gravity) of liquid is

A sonometer wire is stretched by a hanging metal bob. Its fundamental frequency is n_1 . When the bob is completely immersed in water, the frequency becomes n_2 . The relative density of the metal is