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A body of mass 'm' performs uniforms circular motion along a circular path of radius 'r' with
velocity ‘v'. Ifits angular momentum is L, then the centripetal force acting on it is.
L2
L?
a)
L2
ml?
r3
b)
mr
c)
2
mr
mr
Toncion of
Answers
Answer:
Answer Is
Explanation:
Correct option is
Correct option isB
Correct option isBL
Correct option isBL 2
Correct option isBL 2 /mr
Correct option isBL 2 /mr 3
Correct option isBL 2 /mr 3
Correct option isBL 2 /mr 3 Lets consider,
Correct option isBL 2 /mr 3 Lets consider,m= mass of body performing circular motion
Correct option isBL 2 /mr 3 Lets consider,m= mass of body performing circular motionL= angular momentum
Correct option isBL 2 /mr 3 Lets consider,m= mass of body performing circular motionL= angular momentumr= radius of circular path
Correct option isBL 2 /mr 3 Lets consider,m= mass of body performing circular motionL= angular momentumr= radius of circular pathv= velocity of the particle
Correct option isBL 2 /mr 3 Lets consider,m= mass of body performing circular motionL= angular momentumr= radius of circular pathv= velocity of the particleThe angular momentum ,
Correct option isBL 2 /mr 3 Lets consider,m= mass of body performing circular motionL= angular momentumr= radius of circular pathv= velocity of the particleThe angular momentum ,L=mvr
Correct option isBL 2 /mr 3 Lets consider,m= mass of body performing circular motionL= angular momentumr= radius of circular pathv= velocity of the particleThe angular momentum ,L=mvrv=
Correct option isBL 2 /mr 3 Lets consider,m= mass of body performing circular motionL= angular momentumr= radius of circular pathv= velocity of the particleThe angular momentum ,L=mvrv= mr
Correct option isBL 2 /mr 3 Lets consider,m= mass of body performing circular motionL= angular momentumr= radius of circular pathv= velocity of the particleThe angular momentum ,L=mvrv= mrL
Correct option isBL 2 /mr 3 Lets consider,m= mass of body performing circular motionL= angular momentumr= radius of circular pathv= velocity of the particleThe angular momentum ,L=mvrv= mrL
The correct option is B.