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Confidence Intervals for Population Proportion definitions
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Confidence Interval
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Confidence Interval
A range of values calculated from sample data that likely contains the true population proportion with a specified level of confidence.
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Terms in this set (15)
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Confidence Interval
A range of values calculated from sample data that likely contains the true population proportion with a specified level of confidence.
Population Proportion
The true fraction of individuals in a population exhibiting a particular characteristic, often denoted as p.
Point Estimate
A single value, calculated from sample data, used as the best guess for the population proportion.
Sample Size
The total number of individuals or observations included in a sample, represented by n.
Margin of Error
The maximum expected difference between the point estimate and the true population proportion, based on sample data.
Critical Z-Value
A number from the standard normal distribution that corresponds to the desired confidence level, used in interval calculations.
Confidence Level
The probability, expressed as a percentage, that the confidence interval contains the true population proportion.
Sampling Distribution
The probability distribution of a statistic, such as p̂, calculated from repeated samples of the same size.
Successes
The count of individuals in a sample exhibiting the characteristic of interest, used to compute p̂.
Failures
The count of individuals in a sample not exhibiting the characteristic of interest, used to verify normality.
Normality Condition
A requirement that both np and nq are at least 5, ensuring the sampling distribution of p̂ is approximately normal.
Lower Bound
The smallest value in a confidence interval, calculated by subtracting the margin of error from the point estimate.
Upper Bound
The largest value in a confidence interval, calculated by adding the margin of error to the point estimate.
One-Prop C Interval
A calculator function on the TI-84 used to quickly compute confidence intervals for population proportions.
Alpha
The probability that the confidence interval does not contain the true population proportion, equal to 1 minus the confidence level.