Choose a strategy from the list or use another
strategy you know to solve each problem.
- There are 5 teams in the local basketball league:
the Jump Shots, the Zoomers, the Victors, the
Hoopsters, and the Towers. Each season, every
team plays every other team twice. How many
games are played in a season? - In the first game of the season, the Towers
scored 3 points less than twice the
Hoopsters’ score. If the Towers scored 89
points, what did the Hoopsters score? - Janine scored the following points in the first
5 games: 24, 29, 20, 28, and 19. How many
points must Janine score in the sixth game to
keep her median and mean scores the same?
Use the bar graph for problems 14–16.
- Which team scored more points in the
first game? - Which game had the greatest point spread
between the winning and losing scores? - Which team won 3 out of 4 of the
play-off games?
Use the circle graph for problems 17–19.
- Which two players together scored
one fourth of the points in Game 4? - What part of the team’s points did Janine score?
- What was the mean score per player
for the players in game 4? - Have each student write a problem
modeled on the circle graph above.
Then have a classmate solve it.
Selma Cory
Roberta
Janine
Connie
19
13
16
28
8
The Towers’ Points – Game 4
Use These Strategies
Write an Equation
Make an Organized List
Use a Graph
Use More Than One Step
Guess and Test
Points
0
4th
3rd
2nd
1st
65 70 75 80 85
Games
Key: Zoomers
Towers
Play-Off Scores
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