In Melde's experiment the srting vibrates in 4 loops when a 50 g weight is placed on the pan of weight 15 g.How much weight must be added or removed to make the string vibrate in 6 loops ?

In Melde's exprtiment, the string vibrates in 4 loops when a weight of 50 gram is placed in the pan of weight 13 gram. How much weiight should be removed from the pan, to make the string vibrate in 6 loops ?

In Melde's experiment, the string vibrates in 4 loops when a 50 gram weight is placed in the pan of weight 15 gram . To make the string to vibrates in 6 loops the weight that has to be removed from the pan is

In Melde's experiment it was found that the string vibrated in three loops wien 8 gm were placed on the scale pan. What mass must be placed on the pan to make the string vibrate in six loops? (Neglect the mass of the string and the scale pan]

In Melde's experiment it was found that the string vibrated in 3 loops when 8gm were placed in a pan. What mass must be placed in the pan to make the string vibrate in 5 loops? (Neglect the mass of the string an the pan).

In an experiment, a string is vibrating making 4 loops when 5 g is placed on the pan. Calculate the mass to be placed on the pan so as to make the string vibrate in 6 loops.

In Melde's experiment itwas found that the string vibrates in 3 loops when 8 gm were placed inthepan. What mass should be placed in the pan to make the string vibrate in 5loops ?(Neglect the mass of string).

In Melde's experiment , a string vibrates in 3 loops when 8 grams were placed in the pan.What mass must be placed in the pan to make the string vibrate in 5 loops ?

In a experiment it was found that the string vibrated in three loops when 8 g were placed on the scale pan. What must be placed on the pan to make the string vibrate in six loops? Neglect the mass of the string and the scale pan.

In an experiment, sonometer wire vibrates in 4 loops when a 50 g weight is placed in the pan of weight 15 g. To make the wire vibrates in 6 loops the mass that has to be removed from the pan is approximately [frequency of vibration remains constant]