What is the power of each of the studies to the right using a correlation coefficient and the 0.05 significance level? Effect Size () N Tails (a) 0.10 20 2 (b) 0.30 40 1 (C) 0.50 10 2 (a) 0.30 30 (e) 0.10 40 2 Click the icon to view a table of approximate powers of studies using the correlation coefficient, r. (a) The power is (Round to two decimal places as needed.) (b) The power is (Round to two decimal places as needed.) (c) The power is] (Round to two decimal places as needed.) (d) The power is | |X Approximate powers of studies using r Approximate Power of Studies Using the Correlation Coefficient (f) for Testing Hypotheses at the .05 Level of Significance Effect Size Small Medium Large (r = .10) (r = .30) [r = .50 Two-tailed Total / 06 .13 .33 .07 .25 .64 30 .08 .37 .83 40 .09 48 92 50 .11 .57 .97 100 .17 86 # One-tailed Total Ar inApproximate powers of studies using r Total M. 10 .06 .13 .33 20 07 .25 64 30 .08 .37 83 40 .09 .48 92 50 .11 .57 .97 100 .17 .86 # One-tailed Total M. 10 08 .22 46 20 .11 .37 .75 30 .13 .50 .90 40 .15 60 96 50 .17 .69 .98 100 .26 .92 * Power is nearly 1.(e) 0.10 40 2 Click the icon to view a table of approximate powers of studies using the correlation coefficient, r. (a) The power is (Round to two decimal places as needed.) (b) The power is (Round to two decimal places as needed.) (c) The power is (Round to two decimal places as needed.) (d) The power is | 7.(Round to two decimal places as needed} (cl The power is '1. (Round to Mo decimal places as needed} (d) The power is D. (Round to two decimal places as needed} (e) The power is D. (Round to two decimal places as needed.)