Oscillations

🎬20261244h 20mPakistanPhysics

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Description

The TV series Oscillations, created by an unlisted creator and produced by an unlisted studio, first premiered on June 25, 2026 in Pakistan. The series spans 1 season with 32 episodes, featuring the voices of an unlisted voice cast. It follows the story of characters and events not yet described in the available detail data. This is a Physics series and has received a rating of 0/10 from 0 viewers.

Where to Watch

ugc-edu.comuser9755029206812

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Filming Location

127A Smithfield Road, Frederiksted, Virgin Islands

Production

Castle Rock Entertainment

Award

21 wins & 43 nominations total

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User Review

mmoshaya04/07/26 09:20

A simple pendulum of length 1m has a bob of mass 200 g. It is displaced through 60° and then released. Find it's K.E at the mean position.

lil-tango04/07/26 09:20

A simple pendulum of length 1m has a bob of mass 200 g. It is displaced through 60° and then released. Find it's K.E at the mean position.

Bin2sweet04/07/26 09:20

Kinetic energy of a particle at mean position in S.H.M is 4J wh n it passes mean position. If it's mass is 2kg and amplitude is 1m, calculate it's time period.

Hota04/07/26 09:20

Kinetic energy of a particle at mean position in S.H.M is 4J wh n it passes mean position. If it's mass is 2kg and amplitude is 1m, calculate it's time period.

Alexia04/07/26 09:20

In the arrangement shown in the figure for vertical oscillation of the mass, the period is #mdcat

user5372362717462 Malaika04/07/26 09:20

In the arrangement shown in the figure for vertical oscillation of the mass, the period is #mdcat

Nafz Basa04/07/26 09:20

In SHM, the graph of velocity as a function of displacement is?

Mouradkissi04/07/26 09:20

In SHM, the graph of velocity as a function of displacement is?

famille04/07/26 09:20

Particle in oscillation is according to equation x=7cos0.5t. Time required to move from equilibrium position to maximum displacement

Abimael_Adu04/07/26 09:20

Particle in oscillation is according to equation x=7cos0.5t. Time required to move from equilibrium position to maximum displacement

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