A pendulum of length L carries a negative charge - q on the bob. A positive charge +q is held at the point of support . Then, the time period of the bob is

The bob of a simple pendulum of period T is given a negative charge. If it is allowed to oscillate with an identical charge at the point of suspension. The new time period will be

A bob of a simple pendulum of length l is negatively charged. A positively-charged metal plate is placed just below the bobt and the pendulum is made to oscillate. What will be the effect on the time period of the pendulum?

The bob of a perpendicular is positively charged.Another identical charge is placed at the point of suspension of the pendulum.The time period of pendulum

A simple pendulum with a negatively charged bob is made to oscillate just above a positively charged plate. What happens to its time period?

A simple pendulum of length l has a bob of mass m , with a charge q on it. A vertical sheet of charge , with the vertical . Its time period of oscillation is T in this position (i) tan theta = (sigma q)/(2 epsilon_(0) mg) (ii) tan theta = (sigma q)/(epsilon_(0) mg) (iii) T lt 2 pi sqrt((l)/(g)) (iv) T gt 2pi ((l)/(g))

A simple pendulum has a metal bob, which is negatively-charged. If it Is allowed to oscillate above a positively charged metallic plate, then its time period will

The bob of a simple pendulum of length /has a positive charge q on it. The pendulum is fixed to a horizontally oriented positively charged sheet as shown in the figure. The time period of the small oscillations of simple pendulum is