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acceptable (i.e. neither too large nor too small), the sample size of 384 is generally considered

               to be sufficient for estimating the prevalence rate for most of the cases.


                       In contrast to prevalence rate, the sample size required to estimate the population

               mean is usually smaller (Bujang et al., 2012; Bujang et al., 2015). However, this may not


               hold true if the margin of error selected by the researcher is different, since a smaller margin

               of error will always necessitate a bigger sample size. Therefore, it is up to the researcher to


               decide how small the margin of error in sample populations they intend to detect, since a

               larger sample will be required to detect a smaller margin of error.


                       For those studies that involve hypothesis testing, the sample size required is

               determined by three components, such as type I error (usually fixed at 0.05), power (usually


               fixed at 80.0%) and the effect size. The effect size is estimated by using a different formula,

               which shall depend on the specific statistical test employed. It is recommended that a sample

               size of at least 500 to be required for performing most of the common statistical hypotheses


               Bujang et al.,2015). Nevertheless, researchers should always bear in mind that all sample size

               calculations will have to take into account all the specific study objectives, in order to ensure


               that the power attained by the study will be sufficient to address all the study objectives.

                       There are numerous guidelines that currently exist in the literature for estimating the


               minimum sample sizes required for performing (i) the sensitivity and specificity test, (ii) the

               correlation test, (iii) the intra-class correlation coefficient, (iv) kappa agreement, (v) multiple


               linear regression and (vi) analysis of covariance, (vii) Cronbach's alpha test, (viii) logistic

               regression, (ix) survival analysis (Concato et al., 1995; Bujang et al., 2016; Bujang &


               Baharum, 2016; Bujang & Baharum, 2017a; Bujang & Baharum, 2017b; Bujang et al., 2017;

               Bujang et al., 2018a; Bujang et al., 2018b).
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