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Question
30. June 25, 1982, was a Friday. What day of the week was June 25, 1987? (Note: 1984 was a leap year.)
30. June 25, 1982, was a Friday. What day of the week was June 25, 1987? (Note: 1984 was a leap year.)
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Solution
The correct option is D (d) Thursday
Ans: (d) Each normal year has 365 days,which are 52 weeks plus one day. So for every normal year we get a shift of one day of the week for a specific date. A Leap year has 366 days so in a leap year the shift is of 2 days. Lets calculate:
1982-1983 one day shift.
1983-1984 two days shift.(The extra day is in February)
1984-1985 one day shift.
1985-1986 one day shift
1986-1987 one day shift
So 1+2+1+1+1=6
If June 25, 1982, was a Friday then June 25, 1987, was a Thursday.
Hence, (d).
Ans: (d) Each normal year has 365 days,which are 52 weeks plus one day. So for every normal year we get a shift of one day of the week for a specific date. A Leap year has 366 days so in a leap year the shift is of 2 days.
Lets calculate:
1982-1983 one day shift.
1983-1984 two days shift.(The extra day is in February)
1984-1985 one day shift.
1985-1986 one day shift
1986-1987 one day shift
So 1+2+1+1+1=6
If June 25, 1982, was a Friday then June 25, 1987, was a Thursday.
Hence, (d).
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