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The birthday of Ms. Y was celebrated six days before Ms. X, who was born on 4th October 1999. The independence day of that year fell on Sunday. On which day did Ms. Y celebrate her birthday, if it was not a leap year?
  • a)
    Sunday
  • b)
    Monday
  • c)
    Wednesday
  • d)
    Tuesday
Correct answer is option 'D'. Can you explain this answer?
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The birthday of Ms. Y was celebrated six days before Ms. X, who was bo...
Ms. X birthday = 4th October

Ms. Y birthday = 28th September

Given, 15 August was on Sunday

Now, calculating odd days Aug (16 days left) = 2 odd days, Sept (till 28th) = 0 odd day

i.e. 2 odd days

i.e. Ms. Y was born 2 days after Sunday = Tuesday

(Note: Leap year had nothing to do with the question)
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The birthday of Ms. Y was celebrated six days before Ms. X, who was bo...
Given information:
- Ms. X was born on 4th October 1999.
- The independence day of that year fell on Sunday.
- Ms. Y's birthday was celebrated six days before Ms. X's birthday.

To determine the day on which Ms. Y celebrated her birthday, we need to calculate the day on which Ms. X celebrated her birthday first. We can then subtract 6 days from that day to find Ms. Y's birthday.

Finding the day of Ms. X's birthday:
To find the day on which Ms. X celebrated her birthday, we need to know the day on which 4th October 1999 fell. We can use the concept of the Gregorian calendar to calculate this.

The year 1999 is not a leap year as it is not divisible by 4. Therefore, it has 365 days.

- In a non-leap year, each day of the week is repeated 52 times, with one additional day repeated twice.
- Since 365 is divisible by 7 (52 times), the days of the week will be the same for each date throughout the year, except for the additional day.

Independence day fell on Sunday:
Given that the independence day of 1999 fell on a Sunday, we can determine the day of the week for any date in that year by counting the number of days from the independence day.

Calculating the day of Ms. X's birthday:
Counting from the independence day (Sunday) to 4th October, we have:
- Sunday (1st day), Monday (2nd day), Tuesday (3rd day), Wednesday (4th day)

Therefore, Ms. X's birthday fell on a Wednesday.

Determining the day of Ms. Y's birthday:
Since Ms. Y's birthday was celebrated six days before Ms. X's birthday, we need to find the day six days prior to Wednesday.

Counting backwards, we have:
- Wednesday (1st day), Tuesday (2nd day), Monday (3rd day), Sunday (4th day), Saturday (5th day), Friday (6th day)

Therefore, Ms. Y celebrated her birthday on a Friday.

Therefore, the correct answer is option D) Tuesday.
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Community Answer
The birthday of Ms. Y was celebrated six days before Ms. X, who was bo...
It will be tuesday as.. Question is asking for 28 September 1999 and it is given on 15 August 1999 it is sunday so in August there will be 26 days left which means 2 odd days ans till 28 September there will be no odd day so we have to count further 2 days after sunday so it will be Tuesday...
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The birthday of Ms. Y was celebrated six days before Ms. X, who was born on 4th October 1999. The independence day of that year fell on Sunday. On which day did Ms. Y celebrate her birthday, if it was not a leap year?a)Sundayb)Mondayc)Wednesdayd)TuesdayCorrect answer is option 'D'. Can you explain this answer?
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