Basketball Player A made the following number of points on three games in a row: 23 points, 16 points, and 19 points. Basketball Player B scored the same total number of points on those three games as Player A. If Player B scored 14 points on the first game and 22 points on the second game, how many points did Player B score on the third game?

Let's solve this step by step:

1. First, we calculate the total number of points Basketball Player A scored over the three games:

\[
23 + 16 + 19 = 58 \text{ points}
\]

2. Player B scored the same total number of points as Player A, so Player B also scored 58 points in total.

3. Player B's points in the first two games are given:
   - First game: 14 points
   - Second game: 22 points

   So, the total points Player B scored in the first two games is:

\[
14 + 22 = 36 \text{ points}
\]

4. To find out how many points Player B scored in the third game, we subtract the points from the first two games from the total points:

\[
58 - 36 = 22 \text{ points}
\]

So, Basketball Player B scored **22 points** in the third game.

Would you like more details or have any questions?

Here are 5 related questions to consider:
1. What is the average number of points Player A scored over the three games?
2. What would happen if Player B scored 5 fewer points in the second game?
3. If Player A scored 10 more points in the third game, how would that affect Player B’s score?
4. How would the outcome change if Player B played a fourth game and scored 15 points?
5. Can you determine the median number of points Player A scored over the three games?

**Tip**: Always double-check totals by adding up all components separately to avoid mistakes.

Learn how to calculate the points scored by two basketball players across three games. This problem involves simple arithmetic and algebra, focusing on finding unknown values by using totals. Suitable for students in Grades 4-6.

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