New Enroll in RBI Grade B New Batch - Starts on May 21

    Question

    It was Monday on November 12, 2018. What will be the day on

    November 12, 2028?
    A Thursday Correct Answer Incorrect Answer
    B Sunday Correct Answer Incorrect Answer
    C Monday Correct Answer Incorrect Answer
    D Tuesday Correct Answer Incorrect Answer

    Solution

    Number of odd days in normal year is ‘1’ and number of odd days in leap year are ‘2’.
    There are 7 normal years (2019, 2021, 2022, 2023, 2025, 2026 and 2027) and 3 leap years (2020, 2024 and 2028) from November 12, 2022 to November 12, 2028 So, number of odd days will be
    From November 12, 2018 to November 11, 2019: 1
    From November 12, 2019 to November 11, 2020: 2
    From November 12, 2020 to November 11, 2021: 1
    From November 12, 2021 to November 11, 2022: 1
    From November 12, 2022 to November 11, 2023: 1
    From November 12, 2023 to November 11, 2024: 2
    From November 12, 2024 to November 11, 2025: 1
    From November 12, 2025 to November 11, 2026: 1
    From November 12, 2026 to November 11, 2027: 1
    From November 12, 2027 to November 11, 2028: 2
    So, total number of odd days is ‘13’. So, there are 6 odd days. So, it will be Sunday on November 12, 2028

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