**mean of binomial**- Expected Value and SD

**population mean**- Behavioral Properties of the

**population SD**- Behavioral Properties of the

**population mean**- Estimating the Population Mean

**estimated by**- Estimating the Population Mean

**population mean**- Estimating the Population Mean

**SD for individuals**- Estimating the Population Mean

**interval estimation**- Estimating the Population Mean

**population SD**- t-based Confidence Interval for

**alternative hypothesis**- Test of Significance involving | Test of Significance involving
**ANOVA table**- The Excel Printout | The Excel Printout
**associated variables**- Testing for Independence between
**association**- Testing for Independence between
**association****linear**- Correlation | Correlation
**measure of**- Correlation

**average**- The Average and SD
**average****adding a constant**- Adding a Constant
**histogram of**- Behavioral Properties of the
**multiply by a constant**- Multiplying by a constant
**using the TI-83**- Calculating
and
*S*

**bar chart**- Bar Chart
**binomial**- Binomial Probabilities
**binomial****expected value, average, mean**- Expected Value and SD
**n, p**- Computing Binomial Probabilities
**normal approximation**- Computing Binomial Probabilities Using | Computing Binomial Probabilities Using
**probability distribution function (pdf)**- Computing Binomial Probabilities
**standard deviation, SD**- Expected Value and SD
**thumb rule for normal curve**- Some Approximations Are Better
**using the TI-83**- Computing Binomial PDF | Computing Binomial CDF
**variable**- Binomial Probabilities

**boundary convention**- Relative Frequency Table and
**boxplot**- Box-and-Whisker Plot
**categorical**- Measurement Levels of Data | Summarizing Categorical Data
**cdf of binomial**- Computing Binomial Probabilities
**census**- Methods of Sample Selection
**change to percentage**- The Sample Proportion
**chi square****curve**- Testing for Independence between
**degrees of freedom**- Testing for Independence between
**test for equal proportions**- Testing for Equality of
**test for independence**- Testing for Independence between
**test statistic**- The Chi-Square Test Statistic
**using the TI-83**- Using the TI-83

**chi square,**- Testing for Independence between
**class width**- Relative Frequency Table and | Relative Frequency Table and
**cluster sample**- Methods of Sample Selection
**coefficient of variation**- Other Measures of Spread
**column total**- Calculating the Table of
**confidence interval****for difference between two proportions**- Confidence Interval for the
**for proportion**- Estimating the Population Proportion
**overview table**- Overview of Confidence Intervals
**using the TI-83**- Computing a Confidence Interval
| Computing a confidence interval
:
| Computing a Confidence Interval
*p**p*

**correlation****computing***r*- Computing the Pearson Correlation
**examples**- Correlation
**formula**- Computing the Pearson Correlation
**Pearson***r*- Correlation

**coverage errors**- Types of Survey Errors
**critical value***t*- t-based Confidence Interval for | t-based Confidence Interval for
*z*- Estimating the Population Mean | Estimating the Population Mean

**data**- Statistics and Data
**data list**- Entering Data into a
**degrees of freedom****chi square**- Testing for Independence between
**for***t*- t-based Confidence Interval for

**descriptive statistics (in Excel)**- How to get summary
**dotplot**- Dotplot
**E(X)**- Expected Value and SD | Expected Value and SD
**empirical rule**- The empirical rule for | The Standard Normal or
**expected frequencies**- Testing for Independence between
**expected frequencies****how to calculate**- Calculating the Table of

**expected value**- Expected Value and SD
**explanatory variable**- Simple Linear Regression
**extreme observations**- Symmetry and Skewness
**failure**- Binomial Probabilities
**frame**- Methods of Sample Selection
**graph**- Drawing a Boxplot or
*H*_{1}- Test of Significance involving | Test of Significance involving
**histogram**- Relative Frequency Table and
**histogram****of averages**- Behavioral Properties of the
**of individuals**- Behavioral Properties of the | Drawing from a Nonnormal
**of sample averages**- Drawing from a Nonnormal

**histogram (in Excel)**- How to create a
**hypothesis**- Test of Significance involving
**independent samples**- Comparing Averages of Two
**independent variables**- Testing for Independence between
**intercept**- Simple Linear Regression
**interval**- Measurement Levels of Data
**law of large numbers**- The Sample Proportion
**least squares, LS**- Simple Linear Regression
**leaves**- Stem-and-Leaf Plot
**levels of mesurement**- Measurement Levels of Data
**linear relationship**- Correlation
**lower-tailed test**- Test of Significance involving
**margin of error****for proportion**- Sample Size for Estimating
**for sample mean**- Determining Sample Size for

**marginal distribution**- Calculating the Table of
**MAX**- Box-and-Whisker Plot
**maximum**- Box-and-Whisker Plot
**mean**- The Average and SD
**mean****effect of sample size on SE**- Estimating the Population Mean
**of binomial**- Expected Value and SD

**measurement error**- Types of Survey Errors
**measurements**- Statistics and Data
**median**- Box-and-Whisker Plot | Other Measures of Location
**MIN**- Box-and-Whisker Plot
**minimum**- Box-and-Whisker Plot
**multiple regression**- Multiple Linear Regression
**multiple regression****equation**- Multiple Linear Regression
**multicollinearity**- Multiple Linear Regression

**nominal**- Measurement Levels of Data
**nonprobability samples**- Methods of Sample Selection
**nonresponse**- Types of Survey Errors
**normal curve**- Computing Probabilities Using the
**normal curve****empirical rule**- The Standard Normal or
**percentile**- Calculating Percentiles Using the | Calculating Percentiles Using the
**standard normal**- The Standard Normal or
**stem-and-leaf**- Computing Probabilities Using the
**using the TI-83**- Calculating Areas under the
| Computing Normal Curve probability
*a**b*| Computing Normal Curve percentile **Z**- The Standard Normal or

**null hypothesis**- Test of Significance involving | Test of Significance involving
**numerical**- Measurement Levels of Data | Summarizing Categorical Data
**observed frequencies**- Testing for Independence between
**ordinal**- Measurement Levels of Data
**outlying observations**- Symmetry and Skewness
**effect of sample size on SE**- Estimating the Population Proportion
*p* **mean and SD**- The Sample Proportion
**normal curve approximation**- The Sampling Distribution of
**SE**- Estimating the Population Proportion
*p*

**P-value**- Test of Significance involving
**paired samples**- Comparing Averages of Two | Comparing Averages of Two
**paired-t test**- Examples
**pie chart**- Pie Chart
**pilot sample**- Determining Sample Size for
**pooled SD**- Comparing the Averages of
**population****normal-shaped histogram**- Drawing from a Nonnormal
**mean**- Drawing from a Nonnormal | Estimating the Population Mean
**mean (see )**- Behavioral Properties of the
**SD (see )**- Behavioral Properties of the

**population mean ()**- Estimating the Population Mean
**population mean ()****interval estimation**- Estimating the Population Mean

**population mean ()****interval estimation**- t-based Confidence Interval for

**population proportion (***p*)- Estimating the Population Proportion
**population proportion (***p*)**interval estimate of**- Estimating the Population Proportion
**interval estimation**- Estimating the Population Proportion
**sample size for estimation**- Sample Size for Estimating

**predicted value**- Simple Linear Regression | More on Simple Regression
**probability****binomial**- Computing Binomial Probabilities
**normal curve**- Computing Probabilities Using the

**probability distribution table**- Computing Binomial Probabilities
**probability samples**- Methods of Sample Selection
**proportion**- The Sample Proportion
**confidence interval**- Estimating the Population Proportion
**effect of sample size on SE**- Estimating the Population Proportion
*p* **law of large numbers**- The Sample Proportion
**mean and SD**- The Sample Proportion
**normal curve approximation**- The Sampling Distribution of
**sample**- The Sample Proportion
**SE**- Estimating the Population Proportion
*p*

**quartile**- Box-and-Whisker Plot
*R*^{2}- More on Simple Regression
**random sample**- Sample Surveys
**range**- Other Measures of Spread
**ratio**- Measurement Levels of Data
**regression***R*^{2}- More on Simple Regression
**ANOVA table**- The Excel Printout | The Excel Printout
**calculating LS line**- Calculating the Least Squares
**equation of LS line**- Calculating the Least Squares
**Excel printout**- The Excel Printout
**explanatory variable**- Simple Linear Regression
**formula for slope and intercept**- Calculating the Least Squares
**intercept**- Simple Linear Regression
**multiple**- Multiple Linear Regression
**predicted value**- More on Simple Regression
**prediction**- Simple Linear Regression
**residual**- More on Simple Regression
**response variable**- Simple Linear Regression
**scatterplot**- Simple Linear Regression
**simple linear**- Simple Linear Regression
**slope**- Simple Linear Regression
**SSE**- More on Simple Regression
**SSR**- More on Simple Regression
**SSTo**- More on Simple Regression
**unexplained variation**- The Excel Printout

**relative frequency**- Relative Frequency Table
**relative frequency table**- Relative Frequency Table and
**residual**- More on Simple Regression
**response variable**- Simple Linear Regression
**row total**- Calculating the Table of
**sample size****for proportion**- Sample Size for Estimating

**sampling methods**- Sample Surveys
**scatterplot**- Correlation | Simple Linear Regression
**SD****adding a constant**- Adding a Constant
**multiply by a constant**- Multiplying by a constant
**using the TI-83**- Calculating
and
*S*

**SE****for difference between two proportions**- Confidence Interval for the
**of difference between means**- Comparing the Averages of
**of proportion**- Estimating the Population Proportion
*p* **of the sample mean**- Estimating the Population Mean

**SE, or standard error****of the mean**- Estimating the Population Mean

**simple random sample**- Methods of Sample Selection
**skewness**- Symmetry and Skewness
**slope**- Simple Linear Regression
**spread**- Measures of Location | Other Measures of Spread
**spreadsheet**- Statistics and Data
**SSE**- More on Simple Regression
**SSR**- More on Simple Regression
**SSTo**- More on Simple Regression
**standard deviation**- The Average and SD
**standard deviation****of binomial**- Expected Value and SD

**standard error (see SE)**- Estimating the Population Proportion
*p*| Estimating the Population Mean **standard normal curve**- The Standard Normal or
**statistics**- Statistics and Data
**stem**- Stem-and-Leaf Plot
**stem-and-leaf plot**- Stem-and-Leaf Plot
**stock prices**- Measures of Location | Measures of Location | The Average and SD
**stock prices****average**- Measures of Location
**dotplot**- Interpreting the SD
**SD**- Measures of Location

**strata**- Methods of Sample Selection
**stratified random sample**- Methods of Sample Selection
**subjects**- Statistics and Data
**success**- Binomial Probabilities
**summary statistics (in Excel)**- How to get summary
**symmetric**- Symmetry and Skewness
**systematic sample**- Methods of Sample Selection
**t****confidence interval**- t-based Confidence Interval for
**critical value**- t-based Confidence Interval for | t-based Confidence Interval for | t-based Confidence Interval for

**table of random numbers**- Methods of Sample Selection
**target population**- Sample Surveys
**test of hypothesis**- Test of Significance involving
**test of significance**- Test of Significance involving
**test statistic**- Test of Significance involving
**test statistic****chi square**- The Chi-Square Test Statistic
**chi square,**- Testing for Independence between
**general pattern**- Generalizing Tests of Significance
**paired t**- Examples
**two propotions**- Examples
**using the TI-83**- Calculating a t-test for

**thumb rule****for***t*- t-based Confidence Interval for

**Trace (in TI-83)**- Drawing a Boxplot or
**two-tailed test**- Two-tailed
*t*-test **Type I error**- Type I and Type
**Type II error**- Type I and Type
**upper-tailed test**- Upper-tailed
*t*-test **variability**- Measures of Location
**variance**- The Variance
**without replacement**- Methods of Sample Selection
**estimate of**- Estimating the Population Mean
**sample mean (or sample average)**- Estimating the Population Mean

*z***confidence interval**- Estimating the Population Mean
**critical value**- Estimating the Population Mean | Estimating the Population Mean

**Z-curve (standard normal)**- The Standard Normal or | The Standard Normal or
**ZoomStat (in TI-83)**- Drawing a Boxplot or