How Do You Spell CONFIDENCE INTERVALS?

Pronunciation: [kˈɒnfɪdəns ˈɪntəvə͡lz] (IPA)

The spelling of "Confidence Intervals" is determined by the pronunciation of the phrase. In IPA phonetic transcription, it is spelled /ˈkɑːnfədəns ˈɪntərvəlz/. The stress falls on the second syllable of both "confidence" and "intervals." The first syllable of "confidence" is pronounced with the "aw" vowel sound, and the "e" in "intervals" sounds like "ih." The final "s" sound in both words is pronounced as a "z" due to the voiced nature of the letters.

CONFIDENCE INTERVALS Meaning and Definition

1. Confidence intervals refer to a statistical concept that quantifies the uncertainty associated with a population parameter estimation based on a sample statistic. It is a range of values constructed in such a way that it is likely to contain the true value of the parameter within a given level of confidence.

   In simpler terms, confidence intervals represent a range of values within which we can reasonably expect the unknown population parameter to fall, given our sample data. The level of confidence is expressed as a pre-determined percentage, typically 90%, 95%, or 99%.

   The process of constructing a confidence interval involves two primary components: the sample statistic and the standard error. The sample statistic is calculated from the available data, while the standard error measures the variability or dispersion of the sampling distribution of the statistic. By multiplying the standard error by an appropriate critical value (usually derived from a t-distribution or z-distribution), we obtain a margin of error. This margin of error is then used to construct the interval around the sample statistic, resulting in the confidence interval.

   Confidence intervals provide a useful tool for drawing inferences about population parameters with a known level of confidence. They allow researchers and statisticians to assess the precision or reliability of their estimates and determine the range within which the true value is expected to lie. This interval estimation technique aids decision-making, hypothesis testing, and generalization of results to larger populations.

Common Misspellings for CONFIDENCE INTERVALS

• xonfidence intervals
• vonfidence intervals
• fonfidence intervals
• donfidence intervals
• cinfidence intervals
• cknfidence intervals
• clnfidence intervals
• cpnfidence intervals
• c0nfidence intervals
• c9nfidence intervals
• cobfidence intervals
• comfidence intervals
• cojfidence intervals
• cohfidence intervals
• condidence intervals
• concidence intervals
• convidence intervals
• congidence intervals
• contidence intervals
• conridence intervals

Etymology of CONFIDENCE INTERVALS

The word "confidence intervals" is a term commonly used in statistics. The etymology of this phrase can be broken down as follows:

1. Confidence: The word confidence originated from the Latin word "confidentia", which means "firmly trusting" or "assurance". It is derived from the Latin words "con" (with) and "fidere" (to trust).

2. Interval: The word interval comes from the Latin word "intervallum", which means "space between". It is derived from the Latin words "inter" (between) and "vallum" (rampart or wall).

When used together, "confidence intervals" refers to a range of values within which a population parameter, such as a mean or proportion, is estimated to lie with a certain level of confidence or probability.