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Petitions are a powerful tool to support your advocacy efforts. Ask parents to sign paper or online petitions to get the
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Form. D-2. Certificate of Completion of Public Improvements. D-3. Certificate of
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Form. D-2. Certificate of Completion of Public Improvements. D-3. Certificate of
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SF City Clinic 2014 survey x HIV negative MSM population of 50,000;. 2. SF NHBS self report of STI among MSM with 0 ncAI in 2014 x HIV negative MSM population of 50,000;. 3. SF NHBS MSM reporting female partners in 2014 x HIV positive MSM population
the chance to work on real-life issues that really matter. Next year's projects
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Worksheets Lesson 1 – Floating and sinking: 1 st. /2 nd class. Infants ...
Worksheets Lesson 3 – Properties and characteristics of materials: 1st/2 nd class
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Oct 11, 2002 ... Appendix D. Vector Analysis. The following conventions are used in this
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Appendix 14: Sample Writing Frames. A: Frames to help students summarize a story or retell an event: Students sometimes
Appendix D. Sample Student Projects. This appendix provides summaries of
some projects previously conducted by other students. These are included to
help ...
Appendix D Sample Student Projects This appendix provides summaries of some projects previously conducted by other students. These are included to help you understand the kinds of research questions you could address in your own project. Each summary contains the “big picture” and the key findings of the project. Note that many project details (that would be required for a full project) are not included, such as descriptive statistics and information about sampling and data collection methods that were used. It should also be noted that these examples represent actual students’ work. As such, some of the examples may not show the most suitable way to organize, analyze, or report the data shown.
Sample Linear Regression Projects ............................................................................................................... 1 Fat Content and Calories in Snack Foods .................................................................................................. 1 NBA Player Salaries and Average Points per Game .................................................................................. 2 NFL Quarterback Ratings and Wonderlic Scores ...................................................................................... 3 Automobile Engine Horsepower and Average Miles per Gallon .............................................................. 4 Age and Binge Drinking ............................................................................................................................. 5 Sample Comparison Projects ........................................................................................................................ 6 Comparing Pepsi and Coke in a Taste Test ............................................................................................... 6 Amount of Sugar in Fruit Juices and Fruit Drinks ...................................................................................... 6 Size of Oak Trees and Pine Trees .............................................................................................................. 7 Horses’ Front and Rear Hooves ................................................................................................................ 7 Importance Placed on Romance by Men and Women ............................................................................. 8
Sample Linear Regression Projects Fat Content and Calories in Snack Foods
Fat Content (grams) per serving
Snack Food Fat Content and Calories 25 20
y = 0.0478x - 0.4284 R² = 0.5628 R= 0.750
15 10 5 0 0
100 200 300 400 Calories Per Serving
500
One team of students collected data directly by recording information from nutrition labels of a variety of snack foods. The summary slide shows the results of their linear regression analysis on calories and fat content.
D-1
NBA Player Salaries and Average Points per Game
One student collected data on NBA Basketball players from an Internet sports data website. The summary slide shows the results of the linear regression analysis on the players’ annual salaries and their average points scored per game.
D-2
NFL Quarterback Ratings and Wonderlic Scores
Correlation & Regression: QB Ratings and Wonderlic Score
100
Career QB Rating
90
80
70
60
y = 0.0951x + 74.717 r = .06
50
40 12
17
22
27
Wonderlic Score
32
37
42
Another student collected data on NFL Quarterbacks from an Internet sports data website. The Wonderlic is a test of cognitive ability, where higher scores are associated with greater levels of cognitive skill. The quarterback rating is a measure of a quarterback’s effectiveness in passing the ball. The summary slide shows the results of the linear regression analysis on the players’ Wonderlic scores and quarterback ratings.
D-3
Automobile Engine Horsepower and Average Miles per Gallon
One team of students collected data from a consumer Internet website with automobile specificatins. The summary slide shows the results of their linear regression analysis on car engine horsepower and average miles per gallon (MPG) ratings.
D-4
Age and Binge Drinking
50
Age and Binge Drinking (Survey Score)
45
Score from Survey
40
y = -0.6606x + 36.788 R² = 0.277
35 30 25 20 15 10 5 0 10
20
30
40
50
60
Ages Another team collected data using an anonymous survey with multiple questions to measure a construct of tendency to engage in binge drinking. The summary slide shows the results of their linear regression analysis on people’s ages and their tendency to binge drink.
D-5
Sample Comparison Projects Comparing Pepsi and Coke in a Taste Test One student team conducted a taste test comparing each participant’s rating of Coke and Pepsi on a scale of 1 to 10. The primary components of their project were as follows.
Format of data collected: Participant Coke #1 8 #2 7 (etc.)
Pepsi 9 5
Matched Pairs t-Test: •
2-tailed test: Ha predicting that on average, students’ rating of Coke and Pepsi would be different.
•
t statistic =2.62
•
P value= 0.0116 (2-tailed)
•
Conclusion: Evidence that on average, students rated the two drinks differently (Coke was rated higher)
Amount of Sugar in Fruit Juices and Fruit Drinks Another team collected data directly from nutrition labels of various fruit juices and fruit drinks to compare the average sugar content (per ounce) in each type of beverage. The primary results of their project were as follows.
t-Test for 2 independent samples: •
1-tailed test: Ha predicting that on average, fruit drinks have higher sugar content than fruit juices
•
t statistic = -0.14
•
P value= 0.5555
•
Conclusion: Sample data did not support Ha. No evidence that on average, fruit drinks have more sugar than fruit juices.
D-6
Size of Oak Trees and Pine Trees Another team collected data directly by using a measuring tape to measure the circumference of oak and pine trees in local parks. The primary results of their project were as follows.
t-Test for 2 independent samples: •
1-tailed test: Ha predicting that in local parks, oak trees have greater circumference than pine trees on average
•
t statistic = 4.78
•
P value= 7.91 x 10 –6
•
Conclusion: Strong evidence that in local state parks oak trees are bigger than pine trees on average.
Horses’ Front and Rear Hooves One student team collected data directly by using a tape measure to measure the length (front to back) of the front and rear hooves of several horses at local horse farms. The primary results of their project were as follows.
Matched Pairs t-Test: •
1-tailed test: Ha predicting that on average, front hooves are larger than hind hooves
•
t statistic = 12.9127
•
P value= 1.086 x 10 –17
•
Conclusion: Strong evidence that horses’ front hooves are larger than their hind hooves on average.
D-7
Importance Placed on Romance by Men and Women One student team collected data by administering a survey to students on campus. The questions on the survey formed a construct measuring the respondent’s perception of the importance of having a romantic relationship while in college. Higher scores indicated a greater degree of perceived importance. The primary components of their project were as follows.
t-Test for 2 independent samples: •
1-tailed test: Ha predicting that on average, women would place more importance than men on romantic relationships
•
t statistic = 1.0411
•
P value= 0.1507
•
Conclusion: No significant difference between average men’s and women’s ratings of the importance of romantic relationships.