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An object of mass 5kg moves round a circle of radius 6m. If the period of the motion is \pi s, calculate the force towards the circle

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An object of mass 5kg moves round a circle of radius 6m. If the period of the motion is \pi s, calculate the force towards the circle​ class=

Answer :

justinmargeanu2

Answer:

Given: m = 5 kg, r =1 m, ω = 2 radian/s, centripetal force = ?

Formula : Centripetal force = mv²/r = mrω²

(Since v = r ω)

Put the values.

khuranashilpa76

The force towards the circle is 120 N.

What is centripetal force?

Centripetal force is the pressure that acts on the frame to preserve it from shifting in a curved direction. Centripetal force is an actual force that is directed inward closer to the center of rotation. In easy phrases, whilst twirling an object tied to a string, the string will exert an inward centripetal force on the item.

calculation:-

⇒ mass of object = 5 kg,

⇒radius =6 m,

ω = 2 radian/s

⇒centripetal force = mv²/r = mrω²               (Since v = r ω)

⇒centripetal force = 5*6*2*2

⇒centripetal force = 120 N

Learn more about centripetal force here:-https://brainly.com/question/898360

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