We have collected rainfall data at $4$ different locations in Panhandle over $3$ years.Y$2020-|131151$Y$2021=15381$y$2022|1811\mathrm{.}5$Define a $3$ dimensional matrix A$($i$,$ j$,$ k$)$ where its $3$d dimension represents the year.a$)$ What is the range of i$,$ j and k$?$b$)$ Use matrix A and retrieve the data for year $2021.$c$)$ Find the average of rainfall at $(1,1)$ over three years.d$)$ Use function "max" to find the maximum rainfall in year $2022$ from matrix A$.$