In this section, you will practice creating a scatterplot, and then using that scatterplot to analyze a relationship that exhibits no trend.
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Use the ScatterPlot grapher by clicking the image below. The grapher will open in a new tab or window..

City |
Number of Quarterback Sacks |
Population |
Green Bay |
36 |
104 |
New Orleans |
24 |
344 |
New England (Boston) |
32 |
625 |
Dallas |
36 |
1223 |
Detroit |
36 |
707 |
Houston |
16 |
2145 |
Atlanta |
26 |
432 |
San Francisco |
44 |
813 |
Pittsburg |
40 |
306 |
San Diego |
30 |
1326 |
Miami |
36 |
409 |
Chicago |
23 |
2707 |
Philadelphia |
23 |
1536 |
Carolina (Charlotte) |
35 |
751 |
Tennessee (Nashville) |
19 |
610 |
Arizona (Phoenix) |
30 |
1469 |
Baltimore |
31 |
619 |
Oakland |
17 |
396 |
Cincinnati |
24 |
297 |
Seattle |
42 |
621 |
Buffalo |
22 |
261 |
Denver |
10 |
620 |
Kansas City |
22 |
608 |
Tampa Bay (Tampa) |
29 |
336 |
Cleveland |
32 |
394 |
Denver |
33 |
620 |
Washington, DC |
25 |
618 |
St. Louis |
36 |
319 |
Minnesota (Minneapolis) |
30 |
388 |
Arizona (Phoenix) |
23 |
1469 |
Indianapolis |
16 |
828 |
Jacksonville |
40 |
828 |
From the table in the popup, copy the data from the Number of Quarterback Sacks (2011 Season) column and Population (thousands, 2011) column. Paste the data into the Data box of the grapher.
Number of Quarterback Sacks (2011 Season) |
Population (thousands, 2011) |
36 |
104 |
24 |
344 |
32 |
625 |
36 |
1223 |
36 |
707 |
16 |
2145 |
26 |
432 |
44 |
813 |
40 |
306 |
30 |
1326 |
36 |
409 |
23 |
2707 |
23 |
1536 |
35 |
751 |
19 |
610 |
30 |
1469 |
31 |
619 |
17 |
396 |
24 |
297 |
42 |
621 |
22 |
261 |
10 |
620 |
22 |
608 |
29 |
336 |
32 |
394 |
33 |
620 |
25 |
618 |
36 |
319 |
30 |
388 |
23 |
1469 |
16 |
828 |
40 |
828 |


Interactive popup. Assistance may be required.

Interactive popup. Assistance may be required.
As the number of sacks increases, the city’s population could increase or decrease.
Interactive popup. Assistance may be required.
If a randomly chosen quarterback has a greater number of sacks, then it is difficult to tell from the graph if the city will have a greater or lesser population.