Status: FAILED!c$++$

Reason: Unable to find $\text{'}[\text{'}$y$=-3\mathrm{.}00x+13\mathrm{.}00\text{'},$ 'decreasing'$]\text{'}$ in the program's output.

Enter your score for quiz $1(-1$ to quit$)$:

Enter your score for quiz $2(-1$ to quit$)$:

Enter your score for quiz $3(-1$ to quit$)$:

Enter your score for quiz $4(-1$ to quit$)$:

Enter your score for quiz $5(-1$ to quit$)$:

Enter your score for quiz $6(-1$ to quit$)$:

Enter your score for quiz $7(-1$ to quit$)$:

Enter your score for quiz $8(-1$ to quit$)$:

Enter your score for quiz $9(-1$ to quit$)$:

Enter your score for quiz $10(-1$ to quit$)$:

Enter your score for quiz $11(-1$ to quit$)$:

Enter your score for quiz $12(-1$ to quit$)$:

Your quiz average is $16\%$

Quiz Scores

Quiz $1$:$\frac{3}{10}$

Quiz $2$:$\frac{4}{10}$

Quiz $3$:$2/10$

Quiz $4$:$\frac{7}{1}$

Quiz $5$:$0/10$

Quiz $6$:$0/10$

Quiz $7$:$0/10$

Quiz $8$:$0/10$

Quiz $9$:$0/10$

Quiz $10$:$0/10$

Quiz $11$:$0/10$

Quiz $12$:$0/10.$

int scores$\_$copy$[12],$ sum$=0,$ lowestScoresSum;

double average;

copyArray$($scores$\_$copy, a$,$ n$)$;

sum$=$arraySum $(a,n)$;

if $(n2)\{$

average double $\frac{{\displaystyle \underset{?}{\overset{?}{}}}}{10**n}$

else$\{$

sort$($scores$\_$copy, scores$\_$copy$+$n$)$;

lowestScoresSum$=$scores$\_$copy $[0]+$ scores$\_$copy $1$;

average double sum$-$lowestScoresSum