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If every Sunday of any month is on fourth, eleventh eighteenth and twenty fifth, then which day will be the last day of the month if first day of the month is Thursday ?
- a)Saturday
- b)Tuesday
- c)Thursday
- d)Data insufficient
Correct answer is option 'D'. Can you explain this answer?
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If every Sunday of any month is on fourth, eleventh eighteenth and tw...
The first day is thursday means 3rd 10th ,17th, 24th and 30th day will be sunday,We can not determine the last day of the month as we don't have information regarding i.e whether given month have 30 or 31 days.
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If every Sunday of any month is on fourth, eleventh eighteenth and tw...
Given information:
- Every Sunday of any month is on fourth, eleventh, eighteenth, and twenty-fifth.
- The first day of the month is Thursday.
To find:
- The last day of the month.
Solution:
We know that there are seven days in a week, which are Sunday, Monday, Tuesday, Wednesday, Thursday, Friday, and Saturday.
Let's start with the first Sunday of the month, which is on the fourth. Since the first day of the month is Thursday, we can count the number of days from Thursday to Sunday.
Thursday -> Friday -> Saturday -> Sunday
So, the fourth is a Sunday.
Similarly, we can count the number of days from the first Sunday to the second Sunday, which is on the eleventh.
Sunday -> Monday -> Tuesday -> Wednesday -> Thursday -> Friday -> Saturday -> Sunday
So, the eleventh is also a Sunday.
We can repeat this process for the third and fourth Sundays.
Sunday -> Monday -> Tuesday -> Wednesday -> Thursday -> Friday -> Saturday -> Sunday
Sunday -> Monday -> Tuesday -> Wednesday -> Thursday -> Friday -> Saturday -> Sunday
So, the eighteenth and twenty-fifth are also Sundays.
Now, we know that every Sunday of the month is on the fourth, eleventh, eighteenth, and twenty-fifth. So, we can conclude that the month has 28 days.
However, we cannot determine the last day of the month based on the given information. It depends on the month and year. Therefore, the answer is "Data insufficient."
Conclusion:
- The month has 28 days.
- The last day of the month cannot be determined based on the given information.
- Every Sunday of any month is on fourth, eleventh, eighteenth, and twenty-fifth.
- The first day of the month is Thursday.
To find:
- The last day of the month.
Solution:
We know that there are seven days in a week, which are Sunday, Monday, Tuesday, Wednesday, Thursday, Friday, and Saturday.
Let's start with the first Sunday of the month, which is on the fourth. Since the first day of the month is Thursday, we can count the number of days from Thursday to Sunday.
Thursday -> Friday -> Saturday -> Sunday
So, the fourth is a Sunday.
Similarly, we can count the number of days from the first Sunday to the second Sunday, which is on the eleventh.
Sunday -> Monday -> Tuesday -> Wednesday -> Thursday -> Friday -> Saturday -> Sunday
So, the eleventh is also a Sunday.
We can repeat this process for the third and fourth Sundays.
Sunday -> Monday -> Tuesday -> Wednesday -> Thursday -> Friday -> Saturday -> Sunday
Sunday -> Monday -> Tuesday -> Wednesday -> Thursday -> Friday -> Saturday -> Sunday
So, the eighteenth and twenty-fifth are also Sundays.
Now, we know that every Sunday of the month is on the fourth, eleventh, eighteenth, and twenty-fifth. So, we can conclude that the month has 28 days.
However, we cannot determine the last day of the month based on the given information. It depends on the month and year. Therefore, the answer is "Data insufficient."
Conclusion:
- The month has 28 days.
- The last day of the month cannot be determined based on the given information.
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If every Sunday of any month is on fourth, eleventh eighteenth and twenty fifth, then which day will be the last day of the month if first day of the month is Thursday ?a)Saturdayb)Tuesdayc)Thursdayd)Data insufficientCorrect answer is option 'D'. Can you explain this answer?
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