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If March 5, 2012 was a Wednesday, what was the day on November 5, 2014?
- a)Tuesday
- b)Friday
- c)Thursday
- d)None of these
Correct answer is option 'B'. Can you explain this answer?
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Most Upvoted Answer
If March 5, 2012 was a Wednesday, what was the day on November 5, 2014...
Here we have to find the number of odd days between, 5th march and 5th November,
Number of days in March is 26 or 5 odd days
(Here we have not included 5th march)
Number of days in April is 30 or 2 odd days
Number of days in May is 31 or 3 odd days
Number of days in June is 30 or 2 odd days
Number of days in July is 31 or 3 odd days
Number of days in August is 31 or 3 odd days
Number of days in September is 30 or 2 odd days
Number of days in October is 31 or 3 odd days
Number of days in November is 5 or 5 odd days
(Here 5th November is included)
So total number of odd days = 5 + 2 + 3 + 2 + 3 + 3 +2 + 3 + 5 = 28 when divided by 7 gives remainder 0 hence 5th November will be same as that of 5th march.
Number of days in March is 26 or 5 odd days
(Here we have not included 5th march)
Number of days in April is 30 or 2 odd days
Number of days in May is 31 or 3 odd days
Number of days in June is 30 or 2 odd days
Number of days in July is 31 or 3 odd days
Number of days in August is 31 or 3 odd days
Number of days in September is 30 or 2 odd days
Number of days in October is 31 or 3 odd days
Number of days in November is 5 or 5 odd days
(Here 5th November is included)
So total number of odd days = 5 + 2 + 3 + 2 + 3 + 3 +2 + 3 + 5 = 28 when divided by 7 gives remainder 0 hence 5th November will be same as that of 5th march.
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Community Answer
If March 5, 2012 was a Wednesday, what was the day on November 5, 2014...
The given information states that 5th March of a particular year is a Friday. We need to determine the day of the week for 5th November of the same year.
To solve this problem, we can consider the concept of a common year and the number of days in each month.
1. Understanding a Common Year:
- A common year consists of 365 days.
- It does not have a leap day, which is typically added to February to keep the calendar year synchronized with the solar year.
- In a common year, all months have different lengths: January and March have 31 days, February has 28 days, April, June, September, and November have 30 days, and the remaining months have 31 days.
2. Determining the Number of Days Between 5th March and 5th November:
- From 5th March to 5th April, there are 31 days.
- From 5th April to 5th May, there are 30 days.
- From 5th May to 5th June, there are 31 days.
- From 5th June to 5th July, there are 30 days.
- From 5th July to 5th August, there are 31 days.
- From 5th August to 5th September, there are 31 days.
- From 5th September to 5th October, there are 30 days.
- From 5th October to 5th November, there are 31 days.
Therefore, the total number of days between 5th March and 5th November is:
31 + 30 + 31 + 30 + 31 + 31 + 30 + 31 = 225 days
3. Determining the Day of the Week for 5th November:
- Since a common year consists of 365 days, we can divide 225 by 7 to determine the remainder.
- The remainder of 225 divided by 7 is 4.
4. Mapping the Remainder to a Day of the Week:
- With the remainder of 4, we can map it to a day of the week. Assuming Friday is assigned a value of 0, we can assign the following values to the days of the week:
- Friday: 0
- Saturday: 1
- Sunday: 2
- Monday: 3
- Tuesday: 4
- Wednesday: 5
- Thursday: 6
Therefore, the remainder of 4 corresponds to Tuesday.
5. Conclusion:
- Based on the calculations, the day of the week for 5th November will be Tuesday. Thus, option 'a) Tuesday' is the correct answer.
To solve this problem, we can consider the concept of a common year and the number of days in each month.
1. Understanding a Common Year:
- A common year consists of 365 days.
- It does not have a leap day, which is typically added to February to keep the calendar year synchronized with the solar year.
- In a common year, all months have different lengths: January and March have 31 days, February has 28 days, April, June, September, and November have 30 days, and the remaining months have 31 days.
2. Determining the Number of Days Between 5th March and 5th November:
- From 5th March to 5th April, there are 31 days.
- From 5th April to 5th May, there are 30 days.
- From 5th May to 5th June, there are 31 days.
- From 5th June to 5th July, there are 30 days.
- From 5th July to 5th August, there are 31 days.
- From 5th August to 5th September, there are 31 days.
- From 5th September to 5th October, there are 30 days.
- From 5th October to 5th November, there are 31 days.
Therefore, the total number of days between 5th March and 5th November is:
31 + 30 + 31 + 30 + 31 + 31 + 30 + 31 = 225 days
3. Determining the Day of the Week for 5th November:
- Since a common year consists of 365 days, we can divide 225 by 7 to determine the remainder.
- The remainder of 225 divided by 7 is 4.
4. Mapping the Remainder to a Day of the Week:
- With the remainder of 4, we can map it to a day of the week. Assuming Friday is assigned a value of 0, we can assign the following values to the days of the week:
- Friday: 0
- Saturday: 1
- Sunday: 2
- Monday: 3
- Tuesday: 4
- Wednesday: 5
- Thursday: 6
Therefore, the remainder of 4 corresponds to Tuesday.
5. Conclusion:
- Based on the calculations, the day of the week for 5th November will be Tuesday. Thus, option 'a) Tuesday' is the correct answer.
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