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प्रश्न
The rate of change of the area swept by the radius vector, \[\frac {ΔA}{Δt}\] , is shown to be constant and equal to:
पर्याय
2mL
\[\frac {2m}{L}\]
\[\frac {L}{2m}\]
\[\frac {1}{2}\](r × p)
MCQ
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उत्तर
\[\frac {L}{2m}\]
Explanation:
This formula correctly relates the constant rate of area sweep to the conserved angular momentum (L) and the planet's mass (m).
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