Part $1$

Review the below algorithm that uses sequence, selection, and iteration $($repetition$)$ to add all the even

numbers in a list and print out the sum. Notice how indentation and curly brackets are used to clarify the

different parts of the algorithm.

This algorithm contains examples of all three types of control structures $($sequence$,$ selection, and repetition$).$

The lines are numbered for convenience. For your portfolio project, you will be answering the following

questions and creating your own pseudocode algorithm and flowchart.

Which line$($s$)$ of the algorithm contains a repetition control structure? Remember a control structure can

consist of multiple statements.

Which line$($s$)$ of the algorithm contains a selection control structure?

If you run this algorithm on the list of numbers $(5,10,-2,-3,7,8,12),$ what would it print? When tracing

through an algorithm, write down the variables $($total and number$)$ and act as if you are the computer

executing each line of code and change the values of the variables as needed.

Suppose you had a list of positive numbers such as $5,10,12,13,6,7,1,3,2,1.$ And suppose for each of

the numbers in the list you added the number to a running total if it is even and subtracted it if it is odd,

starting the total at $0.$ What result would you get for this list of numbers?

a$.$ Write a pseudocode algorithm that implements the algorithm you used to calculate this total.

b$.$ Create a flowchart that correlates to your pseudocode algorithm. Feel free to use

draw.io $$ to

create your flowchart.

Part $2$

Using the techniques you learned in this course, redesign your Critical Thinking Assignment from Module $2$ to

make them more complex. Be sure to create a new flowchart for both. Discuss the changes you made to the

projects and why you made these changes $($approximately $1$ paragraph each$).$