A pendulum swing through an angle of `30^0` and describes an arc 8.8 cm in length. Find the length of the pendulum.

A pendulum swings through an angle of 30^(@) and describes an arc 8.8 cm in length. Find the length of the pendulum

A pendulum swing through an angle of 30^(@) and describes an arc 8.8cm in length.Find the length of the pendulum.

A Pendulum swings through an angle of 60^@ and describes an arc 11cm in length. Find the length of the pendulum.

The bottom of a pendulum traces an arc 3 feet in length when the pendulum swings through an angle of (1)/(2) radians.What is the number of feet in the length of the pendulum?

The pendulum on a clock swings through an angle of 1 radian, and the tip sweeps out ann arc of 12 inches. How long is the pendulum?

the pendulum on a clock swings through an angle 25^(@) , and the tip sweeps out an arc of 12 inches. How long is the pendulum?

While oscillating a distance of 88 cm,a pendulum subtends an angle of 60^@ at the centre.Find the length of the pendulum.

Consider a pendulum of length 50 cms If the tip of the pendulum describes an arc of length 10 cms find the angle through which the pendulum swings. Find this angle in degrees.

The length of a pendulum is 8 m while the pendulum swings through 1.5 rad, find the length of the arc through which the tip of the pendulum passes.