How many points did the Clearbrook Wildcats score in their last basketball game if they scored an average of 77 points across four games and had scores of 70, 76, and 82 in the first three games?

Prepare for the Praxis Elementary Education Test Math section. Study with interactive questions and explanations. Prepare confidently for your exam!

To determine the score of the Clearbrook Wildcats in their last basketball game, we first need to find the total points they scored across all four games. Since they averaged 77 points over four games, we can calculate the total points by multiplying the average score by the number of games:

Total points = Average points per game × Number of games

Total points = 77 × 4 = 308 points.

Next, we add the scores of the first three games to find out how many points were scored in the last game. The scores of the first three games are 70, 76, and 82. We sum these scores:

70 + 76 + 82 = 228 points.

To find the score in the last game, we subtract the total points from the sum of the first three games:

Score in last game = Total points - Points from first three games

Score in last game = 308 - 228 = 80 points.

Thus, the Wildcats scored 80 points in their last game.

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