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Question

If $21^{\text{st}}$ March 2021 was a Sunday, then what will be the day on $12^{\text{th}}$ January 2022?

This question was previously asked in
RRB NTPC 2019 CBT 1 Question Paper (8-Mar-2021) (Shift 2)
The correct answer is
Wednesday

The question asks to find the day of the week for January 12, 2022, given that March 21, 2021, was a Sunday.

Start Date Day Number

First, calculate the day number of the start date, March 21, 2021, in the year 2021. Assume January 1st is day 1.

  • Days in January = 31
  • Days in February = 28 (2021 is not a leap year)
  • Days in March = 21

Day number for March 21, 2021 = $31 + 28 + 21 = 80$. The $80^{\text{th}}$ day of the year.

Remaining Days 2021

Calculate the number of days remaining in the year 2021 after March 21.

Total days in 2021 = 365.

Remaining days = Total days - Day number of March 21

Remaining days = $365 - 80 = 285$ days.

Days Passed 2022

Calculate the number of days passed in the target year, 2022, until the target date (January 12, 2022).

Days in January = 12.

So, 12 days have passed in 2022.

Total Duration Odd Days

Calculate the total number of days between March 21, 2021, and January 12, 2022.

Total Duration = (Remaining days in 2021) + (Days passed in 2022)

Total Duration = $285 + 12 = 297$ days.

Now, find the number of odd days by calculating the remainder when the total duration is divided by 7.

Odd Days = $297 \pmod 7$

$297 = (42 \times 7) + 3$

The remainder is 3. So, there are 3 odd days.

Final Day Determination

The starting day, March 21, 2021, was a Sunday.

Add the number of odd days to the starting day.

Final Day = Sunday + 3 days

Sunday + 1 day = Monday

Sunday + 2 days = Tuesday

Sunday + 3 days = Wednesday

Therefore, January 12, 2022, will be a Wednesday.

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