Background

Domantas Sabonis plays Center for the Sacramento Kings $($Professor Wilbur's favorite NBA team$).$ One way coaches, fans, and analysts assess a player's

performance is via their per$-$game stats. A great, free reference for finding these basketball stats is Basketball Reference. Anybody can access this website and find

statistics for pretty much any current and former professional basketball player.

Professor Wilbur downloaded Sabonis's total stats for his career and saved them to the text file 'Sabonis$\_$Totals$\_$BBallRef.txt$\text{'}.$ Your task is to import this data

$($probably best as a table so that non$-$number information is maintained$)$ and use it to calculate Sabonis's per$-$game $($G$)$ totals in points $($PTS$),$ rebounds $($TRB$),$

assists $($AST$),$ steals $($STL$),$ and blocks $($BLK$)$ for each year of his career. Note that during the $2021-2022$ season Sabonis played for $2$ different teams and his

statistics for that season are separated in this data. The row labeled 'TOT' includes all of his stats from the $2021-2022$ NBA season. Also note that the total number

of games Sabonis played each season is stored in the column labeled $\text{'}$G$\text{'}.$

Deliverables

You should save each of these per$-$game totals as a column vector where the first element represents Sabonis's per$-$game stats for his first season in the league

$(2016-2017)$ and the last element represents his per$-$game stats for the current season $(2023-2024).$ Your column vectors should just include numerical values; that

is$,$ you are not making a table out of this data. You should calculate $5$ vectors:

A vector called PTS that stores Sabonis's points per game for each of his seasons.

A vector called TRB that stores Sabonis's rebounds per game for each of his seasons.

A vector called AST that stores Sabonis's assists per game for each of his seasons.

A vector called STL that stores Sabonis's steals per game for each of his seasons.

A vector called BLK that stores Sabonis's blocks per game for each of his seasons.