References
[1]. Ben-Zvi, D. (1997), “Discussion: Software for Teaching
Statistics,” in Research on the Role of Technology in
Teaching and Learning Statistics, eds. J. Garfield and G.
Burrill, Voorburg, The Netherlands: International Statistical
Institute, pp. 123-136.
[2]. Bradstreet, T. E. (1996), “Teaching Introductory
Statistics Courses So That Nonstatisticians Experience
Statistical Reasoning,” The American Statistician, 50, 69-78.
[4]. - - (2005), “Integrating Pedagogies to Teach Statistics,”
in Innovations in Teaching Statistics, ed. J. Garfield, MAA
Notes volume #65.
[5]. Cobb, G. W. (1991), “Teaching Statistics: More Data, Less Lecturing,” Amstat News, December, No. 182, 1 and 4.
[6]. Cohen, S., and Chechile, R. A. (1997), “Overview of
ConStats and the ConStats Assessment,” in Research on
the Role of Technology in Teaching and Learning
Statistics, eds. J. Garfield and G. Burrill, Voorburg, The
Netherlands: International Statistical Institute, pp. 99-108.
[7]. Crawley, M. J. (2005), Statistics: An Introduction Using
R, West Sussex, England: John Wiley & Sons Ltd.
[8]. delMas, R. C. (1997), “A Framework for the
Development of Software for Teaching Statistical
Concepts,” in Research on the Role of Technology in
Teaching and Learning Statistics, eds. J. Garfield and G.
Burrill, Voorburg, The Netherlands: International Statistical
Institute, pp. 75-90.
[11]. Dietz, E. J. (1993), “A Cooperative Learning Activity
on Methods of Selecting a Sample,” The American
Statistician, 47, 104-108.
[14]. Gal, I., and Garfield, J. B. (Eds.) (1997), The
Assessment Challenge in Statistics Education,
Amsterdam: IOS Press / International Statistical Institute.
[15]. Garfield, J. (1995), “How Students Learn Statistics,”
International Statistical Review, 63(1), 35-48.
[16]. Garfield, J., Chance, B., and Snell, J.L. (2000),
“Technology in College Statistics Courses,” in The
Teaching and Learning of Mathematics at University Level: An ICMI Study, eds. D. Holton, et al, The Netherlands:
Kluwer Academic Publishers.
[17]. Garfield, J. and delMas, R. C. (1991), “Students'
Conceptions of Probability,” in Proceedings of the Third
International Conference on Teaching Statistics, Volume
1, ed. D. Vere-Jones, Voorburg, The Netherlands:
International Statistical Institute, pp. 340-349.
[18]. Garfield, J., delMas, R. C., and Chance, B. (2001),
“Tools for Teaching and Assessing Statistical Inference,”
paper presented at the Joint Mathematics Meetings, New
Orleans, LA.
[19].
Gnanadesikan, M., Scheaffer, R. L., Watkins, A. E.,
and Witmer, J. A. (1997), “An Activity-based Statistics
Course,” Journal of Statistics Education, [Online], 5(2).
[20]. Hogg, R. V. (1991), “Statistical Education:
Improvements are Badly Needed,” The American
Statistician, 45, 342-343.
[21]. Hunter, W. G. (1977), “Some Ideas About Teaching
Design of Experiments, with 2^5 Examples of Experiments
Conducted by Students,” The American Statistician, 31,
12-17.
[23]. Jones, L. (1991), Using cooperative learning to
teach statistics. Research Report Number 91-2, University
of North Carolina: The L. L. Thurstone Psychometric
Laboratory.
[26]. Ledolter, J. (1995), “Projects in Introductory Statistics
Courses,” The American Statistician, 49, 364-367.
[27]. Lipson, K. (1997), “What Do Students Gain From
Simulation Exercises? An Evaluation of Activities Designed
to Develop an Understanding of the Sampling Distribution
of a Proportion,” in Research on the Role of Technology in
Teaching and Learning Statistics, eds. J. Garfield and G.
Burrill, Voorburg, The Netherlands: International Statistical
Institute, pp. 137-150.
[28]. Lovett, M. C. (2001), “A Collaborative Convergence
on Studying Reasoning Processes: A Case Study in
Statistics,” in Cognition and Instruction: Twenty-five Years
of Progress, eds. S. M. Carver and D. Klahr, Mahwah, NJ:
Erlbaum, pp. 347-384.
[29]. Lovett, M. C., and Greenhouse, J. B. (2000),
“Applying Cognitive Theory to Statistics Instruction,” The
American Statistician, 54(3), 196-206.
[33]. Neter, J., Kutner, M. H., Nachtsheim, C. J., &
Wasserman, W. (1996). Applied linear statistical models
(4th ed.). Boston, MA: McGraw-Hill.
[34]. Shaughnessy, J. M. (1977), “Misconceptions of
Probability: An Experiment with a Small-group Activitybased
Model Building Approach to Introductory
Probability at the College Level,” Educational Studies in
Mathematics, 8, 285-315.
[37]. Vaughn, B. K. (2006), “Learning Educational Statistics
by Doing Educational Statistics,” paper presented at the
annual meeting of the American Educational Research
Association, San Francisco, April 2006.
[38]. Velleman, P. (1996), ActivStats, Ithaca, NY: Data
Description.
[39]. Verzani, J. (2005), Using R for Introductory Statistics,
Boca Rotan, FL: CRC Press..