a$.$ We will be simulating test scores for students, curving the individual test scores and reporting

final averages for all students.

b$.(20\%)$ Create a multi$-$dimensional $(4$xNoS$)$ array to hold $4$ exam scores $($integers$)$ for NoS

students.

$1)(10\%)$ Calculate the value of # of students $($NoS$)$ by adding the last $4$ digits of your Student

ID and divide it by $4.$ Eliminate decimal values by picking up the whole number $[$Hint: explore

round function$].$ Show static calculations in the program under the variable name $$NoS$$

c$.(20\%)$ Initialize the $4$ test scores for each student to random integers between $60$ and $100$ for the

four exam scores. Note that $[0]$ is the first exam, $[1]$ is the second exam, and so on$.$

d$.(30\%)$ For each of the four exams, determine the average for each exam across all students to

determine if a curve is necessary for each test $($assume a target average of $75.$ A curve is

necessary if the average for the given test is below $75.$

$1)$ If so$,$ print that a curve was necessary for each exam. Calculate the curve $(75-$average$)$ and

add the curve back to the test scores. Otherwise, report that no curve was necessary since

average was above $75.$

e$.(20\%)$ Calculate and print the final score for each student $($average of the three homework scores$)$

on its own line similar to $$Student X: AVG$.$ Note that our student names will be Student followed

by the position in the array $($IE$,$ Student $0$ to Student $99)$

f$.$ Please name the program$/$file: class$457-05.$c