February $1$, $2008$ is a Friday.  The last Friday of February $2008$ will be February $x$, $2008$.  If $2008$ is a leap year, what is the value of $x$?
I need to find the date of the last Friday of February $2008$. Since $2008$ is a leap year, February has $29$ days instead of $28$. To find the date of the last Friday, I can start from the first Friday, which is February $1$, and add $7$ days repeatedly until I reach the end of the month. So, the second Friday is February $8$, the third Friday is February $15$, the fourth Friday is February $22$, and the fifth Friday is February $29$. Therefore, the last Friday of February $2008$ is February $29$, $2008$. The value of $x$ is $29$. 