This activity can be used at grade 7 or beyond. It can be done with either a TI83/84 or the TINspire. There are two links below – one for doing the activity with a TI83/84, and one for doing the activity with TINspire.
Each link contains the student version, the teacher notes, the answer key and other files.
Link to my dropbox with all files to use with a TI83/84.
Link to my dropbox with all files to use with TINspire.
Link to a short video (3 mins) that explains the activity
Idea: the scores of the first 50 Super Bowl football games will be placed into lists on the calculator. On the TI83/84, the data is easily placed into the proper lists with the ease of running a supplied program. On the TINspire, the data is already in the tns file. The students are then asked questions about the data and will need to perform either 1 Variable Statistics to answer them, or to create a box plot to answer them. We encourage the use of groups of 4 to do the activity in class. See the Teacher Notes for either calculator.
The Teacher Notes also contains 10 fun trivia facts about the Super Bowl, including how it got its name. Enjoy…
Super Bowl Scores Activity 2016 Student Activity
TI83/84: Have the program “SUPRBL51” put onto your calculator. This program will clear all your lists and place the following data into your lists: L1 Game Number L2 Winning Score L3 Losing Score
TINspire: The data is already in the activity.
Use the data to answer the following questions:

a. What is the largest winning score? b. What is the smallest losing score? c. What is the winning score that occurred the most often? d. What is the mean of the winning scores? e. What is the median of the winning scores?

a. What is the smallest losing score? b. What is the largest losing score? c. What is the losing score that occurred most often? d. What is the mean of the losing scores? e. What is the median of the losing scores?

a. What is the largest number of total points scored by both teams? b. What is the smallest number of total points scored by both teams? c. What is the number of total points that occurred most often? d. What is the mean of the total points scored? e. What is the median of the total points scored?

a. What is the largest point difference of the scores? b. What is the smallest point difference of the scores? c. What is the point difference that occurred most often? d. What is the mean of the point differences? e. What is the median of the point differences?

Based on your analysis of the data, if you had to pick a final score to the Super Bowl, what score would you pick? And why? Explain.
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