It was Sunday on June 2, 2019. What will be the day on

Solution

Number of odd days in normal year is '1' and number of odd days in leap year are '2'. There are 4 normal years (2021, 2022, 2023, and 2025) and 2 leap years (2020 and 2024) from June 2, 2019 to June 2, 2027. So, the number of odd days is as follows: From June 2, 2019 to June 2, 2020: 2 From June 2, 2020 to June 2, 2021: 1 From June 2, 2021 to June 2, 2022: 1 From June 2, 2022 to June 2, 2023: 1 From June 2, 2023 to June 2, 2024: 2 From June 2, 2024 to June 2, 2025: 1 From June 2, 2025 to June 2, 2026: 1 From June 2, 2026 to June 2, 2027: 1 So, the total number of odd days are '10'. Thus, on June 2, 2027 it will be Wednesday.