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You are conducting a quantitative research on the study habits and academic performance of the Senior High School learners in distance learning. Given the standard deviation of 8 and margin of error of 2, which of the following solutions is correct in determining the sample size with 95% confidence level? a. Given: Za = 95, E = 2,0 = 8 [05) n- 61 n = 2 Ob. Given: Za [(95)(2)]² 95, E = 8, 0 = 2 = U 8. n - 61.47 %3D 2 [(1.96)(8)]2 Ос. Given: Za = 1.96, E = 2,0 = 8 n z 61.47 n = 2 [(1.96)(8)] d. Given: Za = = 1.96, E = 2,0 = 8 n z 61 n = %3D 2

You are conducting a quantitative research on the study habits and academic performance of the Senior High School learners in distance learning. Given the standard deviation of 8 and margin of error of 2, which of the following solutions is correct in determining the sample size with 95% confidence level? a. Given: Za = 95, E = 2,0 = 8 [05) n- 61 n = 2 Ob. Given: Za [(95)(2)]² 95, E = 8, 0 = 2 = U 8. n - 61.47 %3D 2 [(1.96)(8)]2 Ос. Given: Za = 1.96, E = 2,0 = 8 n z 61.47 n = 2 [(1.96)(8)] d. Given: Za = = 1.96, E = 2,0 = 8 n z 61 n = %3D 2

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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You are conducting a quantitative research on the study habits and academic performance of the Senior High School learners in distance learning. Given the standard deviation of 8 and margin of error of 2, which of the following solutions is correct in determining the sample size with 95% confidence level? 2 a. Given: Za = 95, E = 2,0 = 8 [05)® n- 61 n = 2 Ob. Given: Za [(95)(2)]² 95, E = 8, 0 = 2 n - 61.47 n = 8. 2 [(1.96)(8)]2 Ос. Given: Za = 1.96, E = 2, 0 = 8 n x 61.47 n = 2 Od. Given: Za = 1.96, E = 2, 0 = 8 [(1.96)(8)] n = n x 61 %3D 2
Transcribed Image Text:You are conducting a quantitative research on the study habits and academic performance of the Senior High School learners in distance learning. Given the standard deviation of 8 and margin of error of 2, which of the following solutions is correct in determining the sample size with 95% confidence level? 2 a. Given: Za = 95, E = 2,0 = 8 [05)® n- 61 n = 2 Ob. Given: Za [(95)(2)]² 95, E = 8, 0 = 2 n - 61.47 n = 8. 2 [(1.96)(8)]2 Ос. Given: Za = 1.96, E = 2, 0 = 8 n x 61.47 n = 2 Od. Given: Za = 1.96, E = 2, 0 = 8 [(1.96)(8)] n = n x 61 %3D 2
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