PhysicsTwo  particles move on  a circular  path (one just  inside  and the other  just outside the circle) with  angular  velocities   ω and5ω starting  from the  same position .They  cross  each other

Two  particles move on  a circular  path (one just  inside  and the other  just outside the circle) with  angular  velocities   ωand5ω starting  from the  same position .They  cross  each other

  1. A

    At intervals of time π4ω if  their  angular  velocities  are in the same  sense

  2. B

    At successive  points  on the  path  subtending  an angle  of 60°C at the center  if their angular  velocities   are opposite  directed 

  3. C

    At  intervals  of  time π3ωif their  angular  velocities  are oppositely  directed 

  4. D

    At successive  points  on the path  subtending  an angle  of 45°C at the center if  their  angular velocities are oppositely  directed 

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    Solution:

     

     

     

    t1=2π6ω=π3ω(C)ϕ1=π3ωxω=π3(B)

    t2=2π4ω=π2ω(A)is false 

    ϕ2=π2ωxω=π2(D) is false 

     

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