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Akram, Amit, Salman and Saif are four friends listed in a descending order according to their ages. They were all born in the same year. Year X which started with a Monday also ends with the same day. In this year X, all of them celebrated their birthdays in three different months which all started with the same day of a week, on different dates but their birthdays fell on the same day of the week. Salman and Saif have their birthdays in the same month. Akram celebrated his birthday in the first week of the month and Amit on the 10th of a month. All were born on different dates.
 
Q.On which day of the week did all the four friends celebrate their birthday?
  • a)
    Monday
  • b)
    Thursday
  • c)
    Saturday
  • d)
    Sunday
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
Akram, Amit, Salman and Saif are four friends listed in a descending o...
1st Jan of the year is Monday, then 3rd Feb would be five days after Monday, i.e. Saturday.
Hence, option 3.
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Most Upvoted Answer
Akram, Amit, Salman and Saif are four friends listed in a descending o...
To solve this question, we need to analyze the given information and make deductions based on it. Let's break down the information and go step by step:

1. Year X started with a Monday and ended with the same day.
- This means that Year X had 365 days, as there are no leap years mentioned.
- We know the starting day of the week, but we need to determine the ending day to proceed further.

2. All four friends were born in the same year.
- This means that they all have the same number of days in their age.

3. All four friends celebrated their birthdays in three different months.
- The months all started with the same day of the week.
- This means that the first day of each of the three months was the same.

4. Salman and Saif have their birthdays in the same month.
- This implies that Salman and Saif's birthdays fall in one of the three months mentioned earlier.

5. Akram celebrated his birthday in the first week of the month.
- This narrows down the possibilities for Akram's birthday to the first seven days of one of the three months.

6. Amit celebrated his birthday on the 10th of a month.
- This means that Amit's birthday falls on the 10th of one of the three months.

Based on the given information and deductions, let's analyze the possibilities:

- Since Salman and Saif have their birthdays in the same month, and Akram celebrated his birthday in the first week of a month, Salman and Saif's birthdays cannot be in the first week.
- Amit celebrated his birthday on the 10th, which means Salman and Saif's birthdays also cannot be on the 10th.

Considering all the deductions, the only possibility is:

- Salman and Saif's birthdays are on the same month, but not in the first week or on the 10th.
- Akram's birthday is on the first week of that month.
- Amit's birthday is on the 10th of that month.

Since all four friends celebrate their birthdays on the same day of the week, and options like Monday and Thursday are already eliminated, the only remaining option is Saturday (as Sunday is the starting day of the week).

Therefore, the correct answer is option C) Saturday.
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Akram, Amit, Salman and Saif are four friends listed in a descending order according to their ages. They were all born in the same year. Year X which started with a Monday also ends with the same day. In this year X, all of them celebrated their birthdays in three different months which all started with the same day of a week, on different dates but their birthdays fell on the same day of the week. Salman and Saif have their birthdays in the same month. Akram celebrated his birthday in the first week of the month and Amit on the 10th of a month. All were born on different dates.Q.On which day of the week did all the four friends celebrate their birthday?a)Mondayb)Thursdayc)Saturdayd)SundayCorrect answer is option 'C'. Can you explain this answer?
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