A student is advised to study the variation of period of oscillation with the length of a simple pendulum in the laboratory. Accordingly he recorded the period of oscillation for different lengths of the pendulum.
How would you determine the value of acceleration due to gravity using `L-T^2` graph?

A student is advised to study the variation of period of oscillation with the length of a simple pendulum in the laboratory. Accordingly he recorded the period of oscillation for different lengths of the pendulum. If he plots a graph between the length and period of oscillation ,what will be the shape of the graph?

Check whether the equation T=2πsqrt ( m/g) is dimensionally correct.Where T is the Time period of a simple pendulum , m is the mass of the bob and g is the acceleration due to gravity

A simple pendulum is an object suspended by a weightless and inextensible string fixed rigidly to a support. The period of oscillation of the pendulum is T. What will be the period if the pendulum is suspended in a lift moving down with an acceleration equal to g/3 .