If 31st July, 1993 was Friday, then what will be the day on 31st July, 2001?
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Answered by
14
IT IS THE TUESDAY
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Bhaavya1:
wrong answer
Answered by
0
It will be a Tuesday.
The day of a date in a year will usually have one day in between the day of the same date in the previous year. However, in case of a leap year, it will be three days after the date in the previous year.
So, as per given in the question, if 31 July 1993 was a Friday: Then, 31 July 1994 would be a Saturday; 31 July 1995 would be a Sunday; 31 July 1996 would be a Thursday since it is a leap year; 31 July 1997 would be a Friday; 31 July 1998 would be a Saturday; 31 July 2000 would be a Wednesday, since it is a leap year; and 31 July 2001 would be a Thursday.
However, 31st July 1993 was a Saturday and not Friday as given in the question. So, 31st July 2001 would be a Tuesday. This can also be calculated on an Excel sheet by using the date-time formula.
The day of a date in a year will usually have one day in between the day of the same date in the previous year. However, in case of a leap year, it will be three days after the date in the previous year.
So, as per given in the question, if 31 July 1993 was a Friday: Then, 31 July 1994 would be a Saturday; 31 July 1995 would be a Sunday; 31 July 1996 would be a Thursday since it is a leap year; 31 July 1997 would be a Friday; 31 July 1998 would be a Saturday; 31 July 2000 would be a Wednesday, since it is a leap year; and 31 July 2001 would be a Thursday.
However, 31st July 1993 was a Saturday and not Friday as given in the question. So, 31st July 2001 would be a Tuesday. This can also be calculated on an Excel sheet by using the date-time formula.
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