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A second pendulum is mounted in a space shuttle. Its period of oscillations will decrease when rocket is
  • a)
    moving in geostationary orbit
  • b)
    ascending up with uniform acceleration
  • c)
    descending down with uniform acceleration
  • d)
    moving up with uniform velocity
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
A second pendulum is mounted in a space shuttle. Its period of oscilla...
 
  • Time Period, T = 2π √(l/g')where,
    l = Length of seconds pendulum 
    g’ = Apparent Gravity
  • For the period of oscillations of Seconds Pendulum to decrease, the Apparent gravity (g’) has to increase because:
  • Hence, Time Period of oscillations of Seconds Pendulum will decrease when the rocket is ascending up with uniform acceleration.
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Most Upvoted Answer
A second pendulum is mounted in a space shuttle. Its period of oscilla...
Time period decreases when effective value of g increases, this happens when rocket accelerates upwards.

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Community Answer
A second pendulum is mounted in a space shuttle. Its period of oscilla...
When rocket ascends up with uniform velocity then the value of decreases and hence Time period should increase
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