Answer
The required solution is 2017.
Work Step by Step
Let us assume the number of deaths to be y. Then, the general equation formed for the deaths rendered by the given data will be:
$y=315-13x$
where x is the number of years after 1995.
So, as per the given data, put $y=29$
$\begin{align}
& 29=315-13x \\
& 13x=286 \\
& x=22
\end{align}$
22 years after 1995, that is, $1995+22=2017$.
