5.DA.2 Mean, Median, Mode

Based on the data in the chart, would you rather play for the Jaguars or Wolves?

• Tigers
• Eagles
• Jaguars or Wolves, depending on if I’d like to win more games or have more points on average per game.

• Neither

What is the mean for the data in the chart?

• 75.0
• 76

• 82.5
• 78.5

What is the median for the data in the chart?

• 70
• 82
• 90
• 76

What is the mode for the data in the chart?

• 55
• 67
• 85
• 78

What statement about the results is true?

• The mean is equal to the mode.

• The median Is equal to the mean.

• The mode Is less than the mean.

• The median is greater than the mode.

What is the range for the data in the chart?

• 45 pounds
• 90 pounds
• 54 pounds
• 100 pounds

What is the outlier in the data set found in the chart?

• Elena (55 pounds)
• Joshua (78 pounds)
• Shawn (87 pounds)
• Rylan (109 pounds)

What is the mean for the data in the chart?

• 57
• 70
• 62
• 50

What is the median of the data in the chart?

• 62
• 54
• 60
• 58

What is the mode for the data in the chart?

• 58
• 62
• 60
• 54