This paper includes 3 tables for quick power estimates that require no computation for the most common designs involving comparisons of 2 and 3 means in ANOVA and ANCOVA situations. Power can be estimated for (from .1σ to 1σ) for 4 effect sizes at alpha levels from .01 to .20, for samples sizes from 5 to 400 per group, and for directional and nondirectional tests.
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References
1.
Brewer, J.K.On the power of statistical tests. American Educational Research Journal, 1972, 9, 391-401.
2.
Cohen, J.Statistical power analysis for the behavioral sciences. New York: Academic Press, 1969.
3.
Cohen, J.Statistical power analysis and research results. American Educational Research Journal, 1973, 10, 225-229.
4.
Cohen, S.A., & Hyman, J.S.How come so many hypotheses in educational research are supported? (A modest proposal). Educational Researcher, 1979, 8(11), 12-16.
5.
Glass, G.V., & Stanley, J.C.Statistical methods in education and psychology. Englewood Cliffs, N.J.: Prentice-Hall, 1970 .
6.
Hopkins, K.D.Preventing the number-one misinterpretation of behavioral research, or how to increase statistical power. Journal of Special Education , 1973, 7, 103-107.
7.
Hopkins, K.D., & Hopkins, B.R.The effect of the reliability of the dependent variable on power. Journal of Special Education, 1979, 13, 463-466.
8.
Winer, B.J.Statistical principles in experimental design (2nd ed.). New York: McGraw Hill, 1971.