the month[s of jan apr jul oct]
ie what is the neatest fit that could be arranged, and what would that equate to in the number of days you would have to delete from one year to achieve the optimum fit?
at present they fall on the 21st or 22nd of the month, so my quick rough maths says it would be somewhere in the region of 10 days.
who can work this out and show me the best fit?
2007-12-20
22:53:43
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4 answers
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asked by
Anonymous
in
Science & Mathematics
➔ Other - Science
why are the answerers so dim!
its simple...
at present solstices and equinoxes fall on or around the 21st.
if we wanted the dates to shift so they lined up and synchronised with the start of the months of jan,apr,jul,oct....instead of falling on the 21st['ish!] of each month..what is the best fit that could be arranged?
[this takes into account that you might have to have some of them occuring on the 31st or the 2nd rather than all on the 1st===hence the question...what is the best fit that can be arranged to make them all fall on or near the first of the month]
2007-12-21
00:42:12 ·
update #1
of course the equinoxes and solstice occur whenever they occur, and our arbitrary date are fixed to them.
if we deleted ten days from a year
[which only the dimwits among you will not be aware has been done before!]...
then it would alter our calender so that the start of january april july and october.
more importantly, the four quarters of the year will align up with new years day.
ie new years day/winter solstice is 1st jan
spring equnox is 1st april
summer solstice is 1st july
autumn equinox is 1st october
the main point is that the equinoxes would synchronise with the start of the month, and new year would synchronise with winter soltice......but instead of the silly arbitrary 21st of decenmber it would align with the 1st of january.....the whole thing would link up and align with the first of january.
2007-12-21
00:53:15 ·
update #2