Physics Learning Achievement Study: Projectile, using Mathematica program of Faculty of Science and Technology Phetchabun Rajabhat University Students

  • Artit Hutem Phetchabun Rajabhat University
  • Supoj Kerdmee

Abstract

The propose of this study is to study Physics Learning Achievement, projectile motion, using the Mathematica program of Faculty of Science and Technology Phetchabun Rajabhat University students, comparing with Faculty of Science and Technology Phetchabun Rajabhat University students who study the projectile motion experiment set. The samples are Faculty of Science and Technology Phetchabun Rajabhat University Technology students, studying in the first semester of academic year 2011, consisting of 50 samples who study by using the Mathematica program and 50 controlled
samples, studying by using the projectile motion experiment set. The instrument used for collecting data is the 30 items achievement test of the projectile motion. Analyze to compare the achievement between the samples and the controlled samples by t-test (Lord, F.M. 1967; Airasian, P.W. and Madaus, G.F., 1972) independent sample. The result finds that the achievement of Faculty of Science and Technology Phetchabun Rajabhat University students who study projectile motion, using Mathematica is higher than the achievement of Faculty of Science and Technology Phetchabun Rajabhat
University students who study projectile motion, using projectile motion experiment set at 0.01 level.

References

Airasian, P.W. and Madaus, G.F., (1972). Criterion-Referenced Testing in the Classroom, Measurement in Education, 15, 1-8
Arya, A, (1990). Introduction to Classical Mechanics, pp. 208-212. USA, Prentice Hall.
Bauman, G. (1996). Mathematica in Theoretical Physics, pp. 8-11. New York, USA, Springer- Verlag.
Bauman, G. (2005). Mathematica in Theoretical Physics, 2nd ed, pp. 87-95. New York USA, Springer-Verlag
Bueche, F.J. and Hecht, E. (2006). College Physics, 10th ed , pp. 16-26. New York, McGraw-Hill.
Fishbane, P.M. et al. (2005). Physics for Scientitsts and Engi-neers with Modern Physics, pp. 68-73. USA, Prentice Hall.
Ginsberg, E.S. (1995). Physics for Scientitsts and Engineers, 2nd ed, pp. 48-54, USA, Harper Collins College Publishers.
Lord, F.M. (1967). A Paradox in the Interpretation of Group Comparisons, Psych. Bull., 68, 304-305.
Maeder, R. (1991). Programming in Mathematica, Redwood City, CA, Addison-Wesley.
Marion, J.B. and Thornton, S.T., (1995).Classical Dynamics of Particles and Systems, 4th ed, pp.58-67. USA, Saunders College Publishing.
Riley, K.F. et al., (2006) Mathematical Methods for Physics and Engineering, pp. 1222-1279., UK Cambridge University Press.
Wolfram, S. (1994). Mathematica: The Student Book, pp. 270,271,460, Addison-Wesley, New York
Published
2017-02-28
How to Cite
HUTEM, Artit; KERDMEE, Supoj. Physics Learning Achievement Study: Projectile, using Mathematica program of Faculty of Science and Technology Phetchabun Rajabhat University Students. European Journal of Physics Education, [S.l.], v. 4, n. 3, p. 22-33, feb. 2017. ISSN 1309-7202. Available at: <https://eu-journal.org/index.php/EJPE/article/view/94>. Date accessed: 01 may 2024. doi: https://doi.org/10.20308/ejpe.v4i3.94.
Section
Articles