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Assume that the moon takes exactly 30 days to complete the cycle and also assume that it rises in the East exactly at 6.48 p.m. on the first day. On the fourth day, at what time will it rise?
Explanation
Assuming a 30-day lunar cycle, the Moon’s rise time shifts later each day by 24 hours ÷ 30 days = 48 minutes per day [1]. Starting at 6:48 p.m. on day 1, the fourth day is three days later. Total delay = 3 × 48 minutes = 144 minutes = 2 hours 24 minutes. Add this to 6:48 p.m.: 6:48 p.m. + 2:24 = 9:12 p.m. This method aligns with the general observational rule that the Moon rises roughly an hour later each day (about 50 minutes on average), so using the specified 30-day assumption gives the exact 48-minute daily increment used above [2].
Sources
- [1] https://physics.weber.edu/schroeder/ua/MoonAndEclipses.html
- [2] Science ,Class VIII . NCERT(Revised ed 2025) > Chapter 11: Keeping Time with the Skies > A step further > p. 173
SIMILAR QUESTIONS
Assertion (A): The same face of the Moon is always presented to the Earth.
Reason (R): The Moon rotates about its own axis in 27.3 days which is about the same time that it takes to orbit the Earth.