The following data identifies the vertical heights (in inches) players on a basketball team can jump. Create a stem and leaf plot for the given data.
Key: 3|2 = 32
The following data identifies the vertical heights (in inches) players on a basketball team can jump. Create a stem and leaf plot for the given data.
Key: 3|2 = 32
The following data shows the total calories for 13 hamburgers served at a food truck. Create a stem and leaf plot for the given data.
Key: 57|3 = 573
Create a back-to-back (two-sided) stem and leaf plot to compare the number of cars vs. the number of vans owned. Be sure to include a key to explain the chart.
The data shows the age at which 20 people signed up for a new telephone plan. Create a histogram of the data using 10-year intervals beginning at 20.
The data shows the times of 15 runners in the 400 m run at the Olympics. Create a histogram with reasonable time spans for the data.
Data: 45.61, 45.06, 46.12, 44.39, 46.66, 44.45, 45.07, 46.61, 45.95, 44.88, 44.41, 47.01, 46.84, 44.99, 45.70
A survey was conducted to determine the amount of exercise people of different age groups averaged each week. Create a two-way frequency table to display the data. All data is given in minutes of exercise/week. Use the data to identify at least two different trends.
Age 10-19: 0-30 = 8
30-60 = 12
60+ = 3
Age 20-29: 0-30 = 11
30-60 = 14
60+ = 7
Age 30-39: 0-30 = 24
30-60 = 21
60+ = 13
Age 40-49: 0-30 = 21
30-60 = 28
60+ = 9