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Number of odd days in normal year is '1' and number of odd days in leap year are '2'. There are 3 normal years (2023, 2025, 2026 and 2027) and 1 leap year 2024 from 4th March, 2022 to 4th March, 2027. So, the number of odd days will be: From 4th March, 2022 to 4th March, 2023: 1 From 4th March, 2023 to 4th March, 2024: 2 From 4th March, 2024 to 4th March, 2025: 1 From 4th March, 2025 to 4th March, 2026: 1 From 4th March, 2026 to 4th March, 2027: 1 So, the total number of odd days are '6'. Thus, on 4th March 2027, it will be Thursday.
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A and B have monthly incomes in the ratio of 6:5, respectively. Both save the same amount each month. A's monthly expenses are five times B's monthly sa...
Sunita scored 434 marks in a test and failed by 6 marks. If the passing marks of the test is 25%. What is the maximum mark of the test?
