$1.$ Draw a flowchart for the program that will let a teacher enter exactly $5$ scores. The program

will output the average score, highest score, the number of passing scores $(60$ or above$)$ and

the number of failing scores. You have to use an appropriate loop in your algorithm $($for

or while?$).$

Hint: Use a box to store the highest score. Put $-999$ in this box at the beginning.

Test your algorithm using the following $2$ cases in the table format below. You will end up

having $2$ separate tables. Refer to page $5$ in $$Lecture Notes: algorithms $$ repetition$.$

Repetion# Score Score $>=60$ Total $+$ Score $$ Total Highest Pass Fail Avg

$0,98,50,30,60$

Outputs are

$47\mathrm{.}6($average$)$

$98($highest$)$

$2($passing scores$)$

$3($failing sores$)$

$0,0,0,0,0$

Outputs are

$0($average$)$

$0($highest$)$

$0($passing scores$)$

$5($failing sores$)$

$2.$ Give your answer to the following question. In the above algorithm, what would happen if

you put $100$ in $$highest$$ at the beginning instead of $-999?$ Will your algorithm still work?

Why do you think I suggested you put $-999$ in $$highest$$ at the beginning?