Question
Medium
Solving time: 3 mins
A particle starts moving along a circle of radius and its angular velocity changes with time as shown in the graph.
(i) Find the maximum radial acceleration of the particle during its course of motion.
(ii) Find the maximum magnitude of acceleration experienced by the particle during its course of motion.
(iii) Find the angular displacement of the particle in of its motion.
Text solutionVerified
(i)
(ii) Tangential acceleration
is maximum when is maximum. From the graph slope is maximum in the time interval
Just before , radial and tangential components of acceleration are maximum.
(iii) area under vs graph
(ii) Tangential acceleration
is maximum when is maximum. From the graph slope is maximum in the time interval
Just before , radial and tangential components of acceleration are maximum.
(iii) area under vs graph
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Question Text | A particle starts moving along a circle of radius and its angular velocity changes with time as shown in the graph. (i) Find the maximum radial acceleration of the particle during its course of motion. (ii) Find the maximum magnitude of acceleration experienced by the particle during its course of motion. (iii) Find the angular displacement of the particle in of its motion. |
Topic | System of Particles and Rotational Motion |
Subject | Physics |
Class | Class 11 |
Answer Type | Text solution:1 |
Upvotes | 86 |