$$The following is a Markov $($transition$)$ matrix for three locations:Round each of your answers to the nearest whole number$\mathrm{.}1.$ Initially, there are $72$ people in location $1,68$ in location $2,$ and $69$ in location $3.$ How many are in each location after one time period?Location $1$:$$Location $2$:$$Location $3$:$2.$ The total number of individuals in the migration process is $262.$ After a long time, how many are in each location?Location $1$:$$Location $2$:$$Location $3$:$$