Orbital radius of a planet is doubled; then its time period becomes
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According to kepler’s 3rd law of motion, the distance of the planet from the sun can be determined if the time period of the planet’s orbit is well known,
If the orbital radius of the planet is doubled then its time period will become 2√2 of the previous time period.
If the orbital radius of the planet is doubled then its time period will become 2√2 of the previous time period.
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