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In case of conical pendulum - Time period (T1) =)2 pi r)/v By replacing v by( omega × r) ,we gwt (T1)=(2 pi )/omega By replacing ( omega ) by (g/h)^1/2 -(restricted to conical pendulum ) We get (T1)=(2 pi ) × (h/g)^1/2 If everything is correct then it contradicts thae fact that "Time period of conical pendulum is indipendent of theta (inclination with vertical height ) if angle theta is very small " Correct statement according to formula derieved above should be - "The period of a conical pendulum is indipendent of theta irrispective of theta being small or large " Please comment and correct me if i am wrong

In case of conical pendulum -
Time period (T1) =)2 pi r)/v
By replacing v by( omega × r) ,we gwt
(T1)=(2 pi )/omega 
By replacing ( omega ) by (g/h)^1/2     -(restricted to conical pendulum )
We get (T1)=(2 pi ) × (h/g)^1/2 
If everything is correct then it contradicts thae fact that 
"Time period of conical pendulum is indipendent of theta (inclination with vertical height ) if angle theta is very small "
Correct statement according to formula derieved above should be -
"The period of a conical pendulum is indipendent of theta irrispective of theta being small or large "
 
Please comment and correct me if i am wrong 

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Grade:12

1 Answers

Saurabh Koranglekar
askIITians Faculty 10335 Points
3 years ago
Dear student

Please attach clear image of the question

Regards

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