Exam 3: Glossary Flashcards

1
Q

24 Population Proportion (p)

A

Population Proportion (p): Proportion (or percentage) of all the observations in the population having a certain characteristic

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2
Q

24 Sample proportion (p^)

A

Sample proportion (p^): Proportion (or percentage) of successes in a sample; the number of individuals in a sample with a certain characteristic, divided by the sample size

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3
Q

24 Sampling distribution of (p^)

A

Sampling distribution of (p^): A distribution of the sample proportion; a list of all the possible values for p^ together with the frequency (or probability) of each value

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4
Q

24 What parameter is the mean of sampling distribution of p^ equal to

A

mean of sampling distribution of p^ = p

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5
Q

24 Standard deviation (of sampling distribution) of p^

A

Standard deviation of p-hat (or standard deviation of the sampling distribution of p-hat): A measure of the variability of the sampling distribution of p-hat ; equals √(p(1-p)/n)

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6
Q

24 sample size guideline

A

Sample size guideline: np > 10 && n(1-p) > 10, If BOTH are true n is big

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7
Q

24 Pie chart

A

Pie Chart: A graphical display of categorical data using a “pie”; each category is represented as a slice where the size of the slice is proportional to the percentage of data in that category

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8
Q

24 Bar Chart

A

Bar Chart: A graphical representation of categorical data. Names of each category are listed on the x axis and a bar that has height representing the frequency (or percentage) in that category is placed over each category name

Note: Center, shape, spread with bar charts mean NOTHING, don’t apply

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9
Q

25 Population Proportion (p)

A

Population Proportion (p): Proportion (or percentage) of all the observations in the population having a certain characteristic

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10
Q

25 Sample Proportion (p^)

A

Sample Proportion (p^): Proportion (or percentage) of successes in a sample; the number of individuals in a sample with a certain characteristic, divided by the sample size

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11
Q

25 Margin of Error

A

Margin of Error: A table value (multiplier) * standard error; it measures the maximum difference that could exist between p-hat and p at a specified level of confidence

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12
Q

25 Standard Error of p^

A

Standard Error of p^: An estimate of the standard deviation of the sampling distribution of p-hat; =

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13
Q

25 Sample size for proportions

A

Sample size for proportions: n = (zStar/m)^2 * pStar(1-pStar)

- m = Margin of error
- z* = Confidence Level
- p* = 0.5
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14
Q

26 one-sample z-test for a proportion

A

one-sample z-test for a proportion: An inferential procedure using the proportion from one sample to test or estimate the population proportion; the approximate distribution of the test statistic is z or standard normal

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15
Q

26 population proportion

A

population proportion: Proportion (or percentage) of all the observations in the population having a certain characteristic

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16
Q

27 2 variable data

A

2 variable data: data set consists of 2 variables for each individual, want to investigate the relationship between the variables using visual displays and numerical summaries

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17
Q

27 explanatory variable (X)

A

explanatory variable (X): A variable that may or may not explain the outcomes (responses) of a study, also called independent or predictor variable

18
Q

27 response variable (Y)

A

response variable (Y): A variable that gives the outcomes of interest of the study (may not be a number); also called the dependent variable

19
Q

27 role-type classification

*not in the glossary

A

role-type classification: What role is a variable (exploratory/response) and what type (categorical/quantitative)

20
Q

27 side-by-side box-plots

*not in the glossary

A

side-by-side box-plots: graphical representation of C → Q

21
Q

27 one-sample t test

A

one-sample t test: An inferential procedure using the mean from one sample to test or estimate the population mean; the test statistic follows a t distribution; used when σ is unknown

22
Q

27 one-sample t CI

A

one-sample t CI: Create a confidence interval based off a test statistic to estimate the value of a parameter.

23
Q

28 Matched pairs data

A
  • Matched pairs data: Individuals are studied in sets of two
    • 2 individual and 1 treatment
    • 1 individual 2 treatments
    • 1 individual pre and post measurements
24
Q

28 One sample t procedure for mean

A

One sample t procedure for mean: An inferential procedure using the mean from one sample to test or estimate the population mean; the test statistic follows a t distribution; used when σ is unknown

25
Q

28 Matched pairs t procedure for mean

A
  • Matched pairs t procedure for mean: The hypothesis testing method for matched pairs data.
    The standard null hypothesis is Ho: μd = 0 where μd is the mean difference between treatments
26
Q

28 Mean difference

*not in the glossary

A

Mean difference: the average of difference measurements between treatments/subjects

27
Q

29 2-sample data

*Not in glossary

A

2-sample data: Comparing two different populations by using a sample from each

28
Q

29 2-sample t-test for means

A

A procedure for comparing the means of two populations using the means from two independent samples, one from each population

28
Q

29 2-sample t-test for means

A

A procedure for comparing the means of two populations using the means from two independent samples, one from each population

29
Q

29 confidence interval for μ1 − μ2

*Not in glossary

A

confidence interval for μ1 − μ2: Estimation for the difference between 2 sample means

30
Q

30 Multi-sample data

*Not in glossary

A

Multi-sample data: Data involving 3 or more populations and a sample from each

31
Q

30 F-test statistic

A

A test statistic that has an F distribution

32
Q

30 ANOVA

A

A procedure used to test equality of three or more means

33
Q

31 F-distribution

A

The distribution that models the ratio of two variance estimates; used in ANOVA for obtaining the P-value for testing equality of three or more means

34
Q

31 conditional distribution

A

conditional distribution: Numerical summary found by the condition of being one of the categorical variables.

35
Q

31 marginal total

A

marginal total: The distribution of only one variable in a two way table using counts found by summing over the categories of the other variable

36
Q

31 two way table of counts

A

two way table of counts: 2-way rectangular table of combine categories

37
Q

31 two way table of counts

A

two way table of counts: 2-way rectangular table of combine categories

38
Q

32 margin of error for pˆ1 − pˆ2

A

???

39
Q

32 standard error of pˆ1 − pˆ2

A

???

40
Q

32 pooled sample proportion pˆ or marginal proportion

A

The value used for p-hat when computing for the two sample proportion z test statistic. To compute, add the number of successes in both samples and divide by the sum of the two sample sizes

41
Q

31 marginal percentage

A

The percentage for a row (or column) total in a two table found by dividing the row (or column) total by the table total