Question: A mathematical pendulum oscillates in a medium for which the logarithmic damping decrement is equal to o = 1.50. What will be the logarithmic damping

A mathematical pendulum oscillates in a medium for which the logarithmic damping decrement is equal to λo = 1.50. What will be the logarithmic damping decrement if the resistance of the medium increases n = 2.00 times? How many times has the resistance of the medium to be increased for the oscillations to become impossible?

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