Example 8.3 Find n for One Sample, Dichotomous Outcome where z is the value from the standard normal distribution reflecting the confidence level that will be used, E is the n = p(1-p E desired margin...


Using Example 8.3 from the first submitted image, solve the problem for the second submitted image.


Example 8.3<br>Find n for One Sample, Dichotomous Outcome<br>where z is the value from the standard<br>normal distribution reflecting the<br>confidence level that will be used, E is the<br>n = p(1-p<br>E<br>desired margin of error, and p is the<br>proportion of successes in the population<br>dacinss<br>Planning study to estimate proportion of freshmen who<br>currently smoke<br>Want estimate within 5% of the true proportion and will use<br>95% confidence level<br>

Extracted text: Example 8.3 Find n for One Sample, Dichotomous Outcome where z is the value from the standard normal distribution reflecting the confidence level that will be used, E is the n = p(1-p E desired margin of error, and p is the proportion of successes in the population dacinss Planning study to estimate proportion of freshmen who currently smoke Want estimate within 5% of the true proportion and will use 95% confidence level
Problem 2 Determination of Sample Size for<br>One Sample Dichotomous Outcome<br>Suppose a similar study was conducted two years ago<br>and found that the prevalence of smoking was 27%<br>among freshman.<br>If the investigator believes that this is a reasonable<br>estimate of prevalence today, how many subjects<br>P-6.27<br>would be needed?<br>

Extracted text: Problem 2 Determination of Sample Size for One Sample Dichotomous Outcome Suppose a similar study was conducted two years ago and found that the prevalence of smoking was 27% among freshman. If the investigator believes that this is a reasonable estimate of prevalence today, how many subjects P-6.27 would be needed?

Jun 03, 2022
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