If January 1 is a Friday, then what is the last day of the month March in a leap year?

Question

Accepted Answer

In a leap year:  
- January has 31 days.  
- February has 29 days.  
- March has 31 days.

The total number of days from January 1 to March 31 is:  
$$ 31 + 29 + 31 = 91 \, 	ext{days}. $$

To calculate the number of odd days:  
$$ 	ext{Odd days} = \frac{91}{7} = 6 \, 	ext{remainder (6 odd days)}. $$

Since January 1 is a Friday, adding 6 odd days to Friday gives:  
$$ 	ext{Friday} + 6 = 	ext{Thursday}. $$

Thus, the last day of March in a leap year is **Thursday**.

Answer

Answer

Answer