To ensure that the sample drawn from the above sampling institutions are proportionate and scientific rather than
arbitrary, Bowley‟s formula for sample distribution given thus: n = xh/N. Where n = Distributed sample, x =
Number of staff from each bank, h = Sample from population, N = Population of study. With the formula, the
sample was distributed as shown in Table 1. Consequently, a total of 230 copies of questionnaire were developed
and served to respondents, out of which a total of 223 copies were returned correctly and completely filled by
respondents. The response rare being 96.96% very significant and was adjudged a fair representation of the
sample and the population.
To ensure that the sample drawn from the above sampling institutions are proportionate and scientific rather thanarbitrary, Bowley‟s formula for sample distribution given thus: n = xh/N. Where n = Distributed sample, x =Number of staff from each bank, h = Sample from population, N = Population of study. With the formula, thesample was distributed as shown in Table 1. Consequently, a total of 230 copies of questionnaire were developedand served to respondents, out of which a total of 223 copies were returned correctly and completely filled byrespondents. The response rare being 96.96% very significant and was adjudged a fair representation of thesample and the population.
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