Question

If ${14}^{th}$ day after $5^{th}$ March is Wednesday, what day of the week will fall on ${10}^{th}$ Dec. of the same year ?

• A. Friday
• B. Wednesday
• C. Thursday
• D. Sunday

Answer 1

Answer: (B)

Wednesday

On ${14}^{th}$ day after $5^{th}$ March will be ${19}^{th}$ March and it is Wednesday.
Now, number of days from ${19}^{th}$ March to ${10}^{th}$ December $=12+30+31+30+31+31+30+31+30+10$
$=$ $266$
Now, $\frac{266}{7}=38+0$
Since, there are no odd days between ${19}^{th}$ March and ${10}^{th}$ December.

${10}^{th}$ December will be a Wednesday.