Sita's birthday is on $25\text{th}$ May and Ram's birthday is on $1\text{st}$ May. In a non-leap year, if Ram's birthday falls on a Sunday, then on what day of the week will Sita's birthday fall in the following year (considering the next year is also a non-leap year)?

1. In the current non-leap year, Ram's birthday is on $1\text{st}$ May (Sunday).
2. Number of days from $1\text{st}$ May to $25\text{th}$ May $=25-1=24$ days.
3. $24\text{ days}=3\text{ weeks}+3\text{ odd days}$. So in the current year, Sita's birthday is $\text{Sunday}+3=\text{Wednesday}$.
4. A non-leap year has $365$ days, which contains exactly $1$ odd day. Therefore, any specific date shifts forward by $1$ day of the week in the following non-leap year.
5. In the following year, Sita's birthday will fall on $\text{Wednesday}+1=\text{Thursday}$.