Analyzing Sports Statistics

The video tutorial covers creating and analyzing dot plots and frequency tables. It begins with a dot plot of soccer goals scored by a team over 23 games, identifying the center and range of the data. The tutorial then moves to a frequency table for sums of number cubes rolled 21 times, determining the most frequent sum. Finally, it examines a dot plot of raisins in boxes, comparing it to a reported outlier. The video emphasizes data visualization and analysis techniques.

What is the range of goals scored by the soccer team in their last 23 games?

• 9 to 17

• 8 to 16

• 7 to 15

• 10 to 18

Which number of goals is closest to the center of the data in the dot plot?

• 11

• 13

• 10

• 12

What is the least number of goals scored by the team in a game?

• 9

• 8

• 10

• 7

How many games did the team lose out of the 23 games played?

• 8

• 9

• 10

• 11

Why might a game with fewer goals be more likely to be a loss?

• Fewer goals mean a higher chance of winning.

• Fewer goals mean a higher chance of losing.

• Fewer goals have no impact on the outcome.

• Fewer goals mean a tie game.

How many times were the number cubes rolled?

• 21

• 20

• 22

• 19

What sum was most frequently rolled with the number cubes?

• 6

• 5

• 7

• 8

What is the highest number of raisins found in a box according to the dot plot?

• 50

• 54

• 63

• 46

If a box of raisins contains 63 raisins, what can be inferred about its size?

• It is the same size as the others.

• It is smaller than the others.

• It is the average size.

• It is larger than the others.

What is the most common number of raisins found in the boxes?

• 46

• 63

• 54

• 50