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If the length of the rod is 2.35 m , and the mass of the bob and the rod are both 1.4 kg , what is the period of this pendulum

Respuesta :

We know that time period of pendulum is 3.75 sec

time period of pendulum  [tex]T= 2\pi \sqrt{ \frac{I}{mgh} \\[/tex]      equation (1)

also, moment of inertia = I = [tex]I^ {centre} + MR^2[/tex]

[tex]I = \frac {1.4 \times{2.35}^2}{2} + 1.4 \times{2.35}^2\\I = 11.59[/tex]

now putting the value in equation (1)

[tex]T= 2\pi \sqrt{ \frac{11.59}{1.4 \times 10 \times 2.35}[/tex]

T = 3.75 sec

What is time period of pendulum?

  • A straightforward pendulum is a mechanical device that exhibits periodic motion. The basic pendulum consists of a little bob with mass "m" strung from a thin thread with length L attached to a platform.
  • A mechanical device that oscillates or sways is known as a simple pendulum. The gravitational force is primarily responsible for this motion, which takes place in a vertical plane. It's interesting to note that the bob dangling at the end of a thread is extremely light, possibly almost massless.

To learn more about time period with the given link

https://brainly.com/question/16797678

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