### Home > AC > Chapter 1 > Lesson 1.2.1 > Problem1-45

1-45.

Latisha's friend Brandee forgot to make up a test and had these scores: $80\%$, $92\%$, $91\%$, $75\%$, $89\%$, $84\%$, $0\%$, and $85\%$.

1. Calculate Brandee's average. Does this average score really represent her abilities? Why or why not?

The average is the sum of all the scores divided by the number of scores.

$\frac{80+92+91+75+89+84+0+85}{8}=74.5\%$

Compare this average with her scores. Does it seem right? Why or why not?

2. Brandee persuaded her teacher, Ms. Juarez, to allow her to make up the missed test. Brandee received a $78\%$. Calculate her new average.

See part (a) for the definition of average.

$\frac{80+92+91+75+89+84+78+85}{8} = 84.25\%$

3. What difference did the $0\%$ score make? Does this new average represent Brandee's ability more accurately?

How did a $75\%$ instead of a $0\%$ change her average? Does it seem like the new average is better? How?