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7 March, 05:10

As we've seen, astronauts measure their mass by measuring the period of oscillation when sitting in a chair connected to a spring. The Body Mass Measurement Device on Skylab, a 1970s space station, had a spring constant of 606 N/m. The empty chair oscillated with a period of 0.856 s. What is the mass of an astronaut who oscillates with a period of 2.19 s when sitting in the chair?

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  1. 7 March, 06:41
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    Answer: 61 45kg

    Explanation:

    M (ch) = [ (T²/4π²) k]

    = (0.856²/4π²) * 606

    = 0.0186*606

    = 11.27

    M (tot) = [ (T²/4π²) k]

    = (2.19²/4π²) * 606

    = 0.12 * 606

    = 72.72

    M = m (tot) - m (ch)

    M = 72.72 - 11.27

    M = 61.45kg
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