Problem $2$

Given the following data of two class sections $($i$.$e$.,$ S$1,$ and S$2)$ where each has $5$ students with term marks $($i$.$e$.,$ T marks over $60)$ and final exam marks $($i$.$e$.,$ F over $40).$

Using $1-$line MATLAB command:

a$)$ Define a matrix $x$ which contains students' IDs and the marks of both sections.

b$)$ Compute the total marks of the first student from section $2$

c$)$ Extract all marks of the third student of each section

$\backslash$table$[[$ID$,$S$1\_$T$,$S$1\_$F$,$S$2\_$T$,$S$2\_$F$],[1,55,29,30,36],[2,42,34,35,29],[3,39,36,60,39],[4,57,39,29,32],[5,59,40,33,40]]$

d$)$ What is the maximum mark in the final exam for each section and find the corresponding student ID$?$

Create a matrix $x_{?}$new by including a total mark column $(T+F)$ for each section $(2$ columns should be added$)$

$1$