$(5$ pts$)$ You solve a more general problem: Given a table of numbers called ToN, compute the

Average, Min, and Max for each column. We call this the Avg$-$Min$-$Max problem. Because solving

the Avg$-$Min$-$Max problem requires a LAMBDA $($to be covered next week$)$ you will get significant

help here in the assignment and in the Lab. Here is a formula to solve the Avg$-$Min$-$Max problem

for any table of numbers.

$=$LAMBDA$($ToN$,$LET$($

avg,BYCOL$($ToN$,$LAMBDA$($col$,$AVERAGE$($col$))),$

min,BYCOL$($ToN$,$LAMBDA$($col$,$MIN$($col$))),$

max,BYCOL$($ToN$,$LAMBDA$($col$,$MAX$($col$))),$

row$\_$headers,$\{"$average$"$;"minimum";"maximum"$\},$

result,HSTACK$($row$\_$headers,VSTACK$($avg$,$min,max$)),$

result$))(\{1,2,3$;$2,3,4$;$3,4,5\})$

Warning: this is a spilling formula: make sure there are $3$ free rows down and enough free columns to

the right. Use the SEQUENCE function to create a larger test case: the $10$ times $10$ multiplication

table with $10$ rows and $10$ columns. Show the multiplication table and apply the above Avg$-$Min$-$Max

problem solution to it$.$

ChatGPT subquestion: Use ChatGPT to solve this problem.