Obtain an expression for the time period T of a simple pendulum. The time period T depends on (i) mass ‘m’ of the bob (ii) length ‘l’ of the pendulum and (iii) acceleration due to gravity g at the place where the pendulum is suspended. (Constant k = 2pi ) i.e

Obtain an expression for the time period T of a simple pendulum. [The time period T depend upon (i) mass l of the bob (ii) length m of the pendulum and (iii) acceleration due to gravity g at the place where pendulum is suspended. Assume the constant k=2pi ]

Obtain an expression for the time period T of a simple pendulum. The time period T depends on (i) mass of the bob (m) (ii) length of the pendulum (l) (ii) acceleration due to gravity (g) at the place where the pendulum is suspended. (constant k = 2pi ) Example: An expression for the time period T of a simple pendulum can be obtained by using this method as follows. Let true period T depend upon (i) mass m of the bob (i) length I of the pendulum and (iii) acceleration due to gravity g at the place where the pendulum is suspended. Let the constant involved is k= 2pi .

Obtain an expression for the time period T of a simple pendulum. [ The time period T depend upon (i) mass m of the bob, (ii) length l of the pendulum and (iii) acceleration due to gravity at the place where pendulum is suspended. Assume the costant, k=2pi ].

Obtain an expression for the time period (T) of a simple pendulum. The time period 'T' depends upon (i) mass 'm' of the bob (ii) length 'l' of the pendulum and acceleration due to gravity "g" at the place (constant k=2pi )

Calculate the time period of a simple pendulum of length one meter. The acceleration due to gravity at the place is pi^2ms^-2 .

Consider a simple pendulum, having a bob attached to a string , that oscillates under the action of the force of gravity. Suppose that the period of oscillation of the simple. Pendulum depends on its length ( l) , mass of the bob ( m ) , and acceleration due to gravity ( g ) . Derive the expression for is time period using method of dimension .

The percentage errors in the measurement of length and time period of a simple pendulum are 1% and 2% respectively. Then find the maximum error in the measurement of acceleration due to gravity.

The percentage errors in the measurement of length and time period of a simple pendulum are 2% and 3% respectively. Then find the maximum error in the measurement of acceleration due to gravity.

The percentage errors in the measurement of length and time period of a simple pendulum are 3% and 6% respectively. Then find the maximum error in the measurement of acceleration due to gravity.