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NORMAL DISTRIBUTIONS ZScores WS #1Name___ Period ___1.A normal distribution has a mean of 84 and a standard deviation of 6. Find the zscore corresponding to an x value of 76.2.A normal distribution
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How to fill out standard normal distribution tables

01
Identify the z-value for which you want to find the probability.
02
Use the z-table, which typically lists z-values in the left column (for the whole number and the first decimal place) and across the top (for the second decimal place).
03
Locate the row that matches the first two digits of your z-value (the whole number and first decimal).
04
Move across that row to find the column that matches the second decimal place of your z-value.
05
The intersection of that row and column gives you the probability that a value falls below your specified z-value.

Who needs standard normal distribution tables?

01
Statisticians and data analysts for hypothesis testing and confidence interval calculations.
02
Students and educators in statistics courses.
03
Researchers in various fields needing to analyze normal distribution data.
04
Business professionals for quality control and risk assessment.
05
Psychologists and social scientists conducting research that involves standardized tests.
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Standard normal distribution tables are charts that provide the cumulative probabilities for different z-scores in a standard normal distribution, which has a mean of 0 and a standard deviation of 1.
Standard normal distribution tables are typically used by statisticians, researchers, and students in various fields such as social sciences, engineering, and economics for statistical analysis.
Standard normal distribution tables do not require filling out like forms; instead, they are used to look up the cumulative probability associated with a given z-score.
The purpose of standard normal distribution tables is to provide a quick reference for finding the probabilities related to standard normal variables, which is essential for hypothesis testing and confidence interval calculations.
Standard normal distribution tables typically report z-scores and the corresponding cumulative probabilities, ranging from the z-score value to one.
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