Logical Reasoning
hardQ. No. 19658
The calendar printed for 1993 can next be reused without any date change in which year?
Last Updated:
A1994
B1999
C1995
D1996
Correct Answer: 1999Your Answer: B
Explanation
Correct answer: Option B — 1999. A reusable calendar requires the same weekday on 1 January and the same leap status. Checking successive years after 1993, the first year satisfying both conditions is 1999. Option A (1994) is rejected because it does not equal the computed result; it represents a counting, direction, leap-year, interval, or hand-motion error. Option C (1995) is rejected because it does not equal the computed result; it represents a counting, direction, leap-year, interval, or hand-motion error. Option D (1996) is rejected because it does not equal the computed result; it represents a counting, direction, leap-year, interval, or hand-motion error.
Important Notes
- Read the complete condition before calculating and write the required reference point, date, or clock time separately. This prevents a correct calculation from answering the reverse question.
- Keep units consistent. Reduce day differences modulo 7; treat 12 on a clock as zero for angle work; and convert gained or lost minutes into the same time unit as the stated interval.
- Check boundary cases explicitly: February, century years, noon, midnight, and an angle greater than 180 degrees often change the apparent answer. A century is a leap year only when divisible by 400.
- Verify the result independently. For calendar problems, move forward or backward by the remainder after division by