In this lab, we will learn to:

Implement arithmetic using lists

Create new lists from old lists

Implement algorithms to compute statistics

This lab has three problems.

Start by downloading

studentTemplate.py from D$2$L$,$ and rename it to FirstName$\_$LastName$\_$Lab$6.$py$.$

Problem #$1$

In this problem we want to use arithmetic on corresponding elements of lists. Specifically, we want the sum

of multiplying corresponding elements of the first two lists and then subtracting the corresponding element

of the third list.

For example, if we have list $A=[1,2,3],$ list $B=[4,5,6],$ and list $C=[7,8,9],$ the output is $8,$ which is

calculated in the following way

$(1**4-7)+(2**5-8)+(3**6-9)$

Notice: This requires that all three lists are the same length. If the lengths of the lists are not all the same,

you should output the following message, "All lists are required to be the same length."

Problem #$2$

This time, create a new list containing arithmetic done on the corresponding elements of the other lists.

Specifically, the elements of the new list should be determined by multiplying corresponding elements of the

first two lists and then subtracting the corresponding element of the third list.

For example, if we have list $A=[1,2,3],$ list $B=[4,5,6],$ and list $C=[7,8,9],$ then new list is list $D=[-3,2,9],$

which is calculated in the following way

$1**4-7,2**5-8,3**6-9$

Problem #$3$

In the student

Template.py file, there are three list containing several numbers. Find the mean and median

of of each list without importing the statistics module. $($If needed$)$ Definition of mean & Definition of median.