Let $t$ be TNYWR.

The CEMC Compasses basketball team scored exactly $10 t$ points in each of 4 games and scored exactly 20 points in each of $g$ games. Over this set of games, they scored an average of 28 points per game. What is the value of $g$ ?
The team scored a total of $10 t \cdot 4+20 \cdot g=40 t+20 g$ points over their $4+g$ games. Since their average number of points per game was 28 , then

$$
\begin{aligned}
\frac{40 t+20 g}{g+4} & =28 \\
40 t+20 g & =28 g+112 \\
40 t-112 & =8 g \\
g & =5 t-14
\end{aligned}
$$

Since the answer to (a) is 6 , then $t=6$ and so $g=5(6)-14=16$.