Question

Choose the most appropriate option for the following question.
If $27th$ March $2011$ was Sunday, what was the day on $27th$ June, $2011$?

• A. Tuesday
• B. Saturday
• C. Monday
• D. Sunday.

Answer 1

Answer: (C)

Monday

Here finding odd days

March ($4$ days left) $=4$ odd days

April (full month) $=2$ odd days

May (full month) $=3$ odd days

June (till $27$) $=6$ odd days

Now total odd days $=4+2+3+6=15$ i.e. $1$ odd day.

${27}^{th}$ June $2011$ is $1$ day after Sunday i.e. on Monday.