2014 · Q84
Chaitra 1 of the national calendar based on the Saka Era corresponds to which one of the following dates of the Gregorian calendar in a normal year of 365 days?
- (a)22nd March (or 21st March)
- (b)15th May (or 16th May)
- (c)31st March (or 30th March)
- (d)21st April (or 20th April)
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- Option (a) is correct. The Indian national calendar, adopted with effect from 22 March 1957, which was 1 Chaitra 1879 of the Saka era, was framed on the recommendations of the Calendar Reform Committee chaired by Meghnad Saha. Chaitra 1 is tied to the vernal equinox: in an ordinary year of 365 days it falls on 22 March, the day after the equinox of 21 March, and in a leap year Chaitra is given 31 days instead of 30 and begins on 21 March, so that the correspondence with the Gregorian date is preserved thereafter. The structure of the year is that Chaitra has 30 days in an ordinary year, the next five months of Vaisakha to Bhadra have 31 days each, and the remaining six months of Asvina to Phalguna have 30 days each, which gives 365.
- Options (b), (c) and (d) are simply other dates and carry no reasoning behind them. The item is straight recall with no elimination route available, but a candidate who knows that the calendar was deliberately anchored to the vernal equinox can reconstruct the answer, since only option (a) lies at an equinox at all.
Difficult · Static · Ancient and Medieval History · Sources, Chronology and Historiography