Examples of Error margin in a sentence
Accordingly, a 95% confidence and p=0.5 the sample size would be; Where; n= sample size N= the population size got from the TRA registered facilities e= Error margin allowed in the sampling (Yamane, 1967).
Table 8: Gini coefficient by localities in 2012/13 LocalityMale headed householdFemale headed householdAll heads of household(Note: Confidence interval= Gini Error margin) From Table 8, it was noticed that the male headed households in the urban localities recorded higher income inequalities than their female counterparts in the rural localities.
To determine sample size Taro Yamane mathematical formula was used as shown below: Where:n = Sample size;N= Total number members in EIC-ES&CCA; e = Error margin, fixed as 7% (0.07);n = 761 / 1 + 761 (0.07)2 = 161Based on the above sample size calculation, 161 sample members were obtained.
Developing ontologies for cybersecurity has been done for specific issues such as incident response and analyzing data breaches.
Error margin (described later in this section) methods are very sensitive to extra noise in image as noise can be located at random locations disturbing the chain code and specially dimensions.
According to (Godden, 2004), the sample calculation formula is given by: SS = Z ^ 2∗ p∗ (1−p) /M ^ 2 Where, SS = Sample size for infinite populationZ = Z value (95% Confidence interval, 1.96 standard value)p = Population proportion expressed as decimal, 0.50) M = Error margin (5%) Calculation: SS = 1.96 ^ 2 ∗ 0.50 ∗ (1-0.50)/0.05^2= 384 Hence, for the study, sample size of 384 employees working in the IT sector of Kathmandu valley was considered.
Proportional allocation was also computed for each manager and non- manager employees per selected levels.n = N 1+N (e) ^2n= Desired sample size, N = Total number of target employees, e = Error margin The study assumes that the margin of error 5% and confidence level or error free of 95%.
Sample size determination: N n = I+N(e)2 Where n = Sample size N = Population size e = Error margin allowed I = ConstantThe researcher chooses five percent (0.05) as error margin allowed.
Table 5: Gini coefficient by localities in 2005/06 LocalityMale headed householdFemale headed householdAll heads of household(Note: Confidence interval= Gini Error margin) Table 5 showed that the disparity in the distribution of income among male household heads was more in the rural localities than in the urban localities.
Table 9: Gini coefficient in 2005/06 and 2012/13 in Ghana SurveyMale headed householdFemale headed householdAll heads of householdGini(Note: Confidence interval= Gini Error margin) Table 9 presents a summary of the income inequality observed in Ghana from GLSS5 and GLSS 6 based on all male and female headed households in Ghana.