Buck’s bowling average over 5 games was 100. He scored 118 on the next game. What was his new average.

Answer 1

To find Buck's new average after scoring 118 in his next game, we first need to calculate his total score from the first 5 games.

Given that his average over 5 games was 100, we can calculate his total score for those games:

\[ \text{Total score for 5 games} = \text{Average} \times \text{Number of games} = 100 \times 5 = 500. \]

Now, we add the score from the next game:

\[ \text{Total score after 6 games} = 500 + 118 = 618. \]

Now, we can calculate the new average over the 6 games:

\[ \text{New average} = \frac{\text{Total score after 6 games}}{\text{Number of games}} = \frac{618}{6} = 103. \]

Therefore, Buck's new average after scoring 118 in the next game is 103.