1. To develop an understanding of various statistical techniques in terms of their assumptions, applications and limitations.
2. To acquire elementary knowledge about computer use in Psychology for Statistical analysis.
Sampling , Standard Error : Mean (Small and Large Samples), df
Null Hypothesis, computation of ‘t’ values for independent samples; interpretation of ‘t’ values; levels of significance; Type I and Type II errors in inference making.
Nature and assumption; Distribution free Statistics - Chi Square (Equal Probability, 2×2 Contingency tables); Rank order correlation
Purpose and assumption of ANOVA; One Way Analysis of Variance (Independent Samples)
Ø Garrett, H.E. Statistics in Psychology and Education Vakils, Feffer & Simons Ltd.
Ø Mangal, S.K. Statistics in Psychology and Education McGraw Hill Publication.
Ø Minimum, E.W. King, B.M. & Bear, G (1993). Statistical Reasoning in Psychology and Education, New York, John Wiley.
Ø Siegel, S. (1994). Non Parametric Statistics. New York : McGraw Hill.
Ø Broota, K.D. (1992) : Experimental Design in Behavioral Research.
Ø Fergusen, G.A. (1971). Statistical Analysis in Psychology and Education. 3rd Edition, New Delhi, McGraw Hill.
Ø Guilford, J.P. : Fundamental Statistics in Psychology and Education, New York, McGraw Hill (Asian Student Edition).
Ø Sen, A.K. (1976). Sandlers ‘A’ Test. A Simple Statistics for correlated samples, Journal of Psychological Researches, 20, pp 16 to 20.
Ø Welkowitz, J. Ewen, R.B. and Cohen, J. (1982). Introduction to Statistics for Behavioral Sciences. Academic Press, N.Y.
Ø Winer, B.J. (1971). Statistical Principles in Experimental Designs. McGraw Hill, New York.