19(ii) If T is the time period of uniform revolution of the particle on the circle, then the speed of the object at B is:-
A) 2π/2T
B) √2R/T
C) 2πR/T
D) R/T
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Answer:
Option a
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Therefore the speed of the object is 2πR/T. (Option-C)
Given:
The time period of uniform revolution of the particle = T sec
To Find:
The speed of the object.
Solution:
The given question can be solved very easily as shown below.
Given that,
The time period of uniform revolution of the particle = T sec
⇒ The frequency of the particle = f = 1/T
⇒ Then Angular velocity = ω = 2πf = 2π/T
⇒ Then velocity of the particle = v = ω × R
⇒ The velocity of the particle = 2π/T × R = 2πR/T
Where R is the radius of the path.
Therefore the speed of the object is 2πR/T.
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