Unit 12: Analyzing Quantitative Data Flashcards

1
Q

level of measurement

A

is away to classify quantitative measure

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2
Q

levels of measurement

A

1.nominal measurement - involves using numbers simply to categorize attributes
> provided information only about categorical equivalence and non equivalence
2. ordinal measurement ranks objects on their relative standing on an attribute.
3. interval measurement occurs when researcher can specify the ranking of objects on an attribute and the distance between those objects.
4. ratio measurement is the highest level of measurement. have meaningful zero
>provide information about the absolute magnitude of the attribute

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3
Q

descriptive statistic

A

statistic used to describe and summarize data

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4
Q

parameter

A

indexes are calculated on data from a population

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5
Q

statistic

A

a descriptive index from sample

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6
Q

frequency distribution

A

is a systematic arrangement of numeric values from lower to highest, together with a count or percentage of the number of times each value was obtained

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7
Q

symmetric distribution

A

occurs of when folded over, the two halves of frequency polygon would be superimposed

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8
Q

skewed distribution

A

asymmetric distribution when the peak of off center and one tail is longer than the other

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9
Q

positive skew

A

is tail is longer of the right side

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10
Q

negative skew

A

is tail is longer on the left side

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11
Q

normal distribution

A

bell shape is a symmetric unimodal and not very peaked

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12
Q

central tendent

A

a stat index of the typicality of a set of scores, derived from the center of the score distribution; indexes of central tendency include the mode, median and mean

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13
Q

variability

A

the degree to which values on a set of scores are dispersed

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14
Q

range

A

the highest score minus the lower score in a distribution

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15
Q

standard deviation

A

the most widely used variability. it is calculated based on every value in a disturbance. summarizes the average amt of deviation of values from the mean

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16
Q

bivariate descriptive statistics

A

two variable descriptive statistic describe relationship between two variable
>contingency table is two dimensional freq distribution in which the freq of two variable cross tabulated
»correlation. relationship between two variables, positive or negative
range from-1 to 0 or 0-1

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17
Q

cross tabulation

A

a determination of the # of cases occurring when two variable are considered simultaneously. the results are typically presented in a table with rows and columns divided according to the values of the varaible

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18
Q

product moment correlation coefficient

A

persons r which is computed with interval or ration measures

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19
Q

spear’s rank order correlation

A

r(s) or spearman’s rho one correlation index for ordinal measure

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20
Q

correlation matrix

A

in which variables are displayed in both rows and columns

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21
Q

descriptive statistic are useful for

A

summarizing data more than simply describe

22
Q

inferential statistic

A

which are based on the laws pf probability, provide a means for drawing conclusion about a population given data from a sample

23
Q

sample distribution of the mean

A

which is a theoretical distribution rather than actual distribution because in practice no one draws consecutive sampled from a population and plots their means

24
Q

statistic have deonstrated

A

means follow a normal distribution

mean of sampling distribution for an infinite # of sample means equals the population mean

25
Q

standard error of the mean (SEM)

A

problem is to determine the standard of deviation of he sampling distribution
increasing the sample size increased the accuracy
the more homogeneous the population the more accurate

26
Q

hypothesis testing

A

consist of two major techniques:
estimation procedure are used to estimate a single population characteristic, such as a mean value
statistical hypothesis provides objectives criteria for deciding whether research hypotheses should be accepted as true or rejected as false

27
Q

type 1 and type 2

A

type one error is rejecting the null hypothesis when it actually is true
type two accepted a false null hypothesis a false negative conclusion

28
Q

level of significance

A

is the term used to signify the probability of making a type one error (alpha)

29
Q

beta

A

probability of type two error estimated power analysis

30
Q

test of statistical significance

A

every test statistic there is theoretical sampling distribution, analogous t the sampling distribution of means

31
Q

hypothesis testing

A

uses the practical distribution to establish probable and improbable values for the test statistic

32
Q

parametric and non-parametric tests

A

have three attributes 1. they focus on population parameter
2. they require measurements on at least an interval scale
3. they involve other assumption such as assumption that the variables int he analysis are normally distributed n the population
>more powerful and preferable than nonparametric

33
Q

nonparametric test

A

do not estimate parameters and involve less restrictive assumption about the shape of he distribution of the critical variables

34
Q

hypothesis testing procedure

A

selecting an appropriate test statistic
selection the level of significance
computing a test statistic
comparing the test statistic to a tabled value

35
Q

degree of freedome

A

refers to the # of observation degree to vary about a parameter

36
Q

bivariate statistical tests.- t tests

A

the procedure used to test to statistical significance pf a difference between the means of two groups is the parametric test
the value of the t statistics is calculated based on group means, variability, and sample size
establishes an upper limit to what is probable;e of the null hypothesis is true

37
Q

ANOVA

A

analysis of variance is a parametric procedure uses to test mean group differences of three or more groups
variation between groups is contrasted with variation within groups to yield the statistic ca;;ed F ratio

38
Q

multiple comparison procedures

A

are needed to isolate the differences between group means that are responsible for rejecting the general ANOVA null hypothesis

39
Q

repeated measures of ANOVA

A

is sued when the means being compared are means at a diff points in time

40
Q

chi squared

A

is non-parametric procedure used to test hypotheses about the proportion of cases that fall into various categories, as in contingency table
by summing difference between the observed freq in each cell and the expected freq- the freq that would be expected if there were no relationship between the two variable

41
Q

multivariate

A

refer to analyses dealing with at threat three but usually more variable simultaneously

42
Q

multiple regression

A

which allows them to use more than one independent variable to explain predictor a dependent variable

43
Q

independent variable

A

are either interval level or ratio level variables or dichotomous nominal level variable such as male/female

44
Q

multiple correlation coefficent

A

R used to predict a dependent variable the resulting statistic varies from .00 to 1.00
> the overall relationship between the independent variable and the dependent variable and the dependent variable is likely to be real or the results of chance fluctuations
> second way of evaluating R is to determine whether the addition of new independent variables adds further predictive power
> the magnitude of R is also informative
when squared it can be interpreted as proportion of the variability in the depend variable accounted for or explained by the independent variables

45
Q

other multivariate techniques

A

discriminant function analysis is used to make predictions about membership in groups-that is, about a dependent variable measured on the normal scale

46
Q

logistic regression

A

analyzes the relationship between multiple independent variables and a nominal level dependent variable

47
Q

odds ratio

A

OR which is the factor by which the odds change for a unit change om the predictor

48
Q

factor analysis

A

is widely used by researchers who develop, refine, or validate complex instruments

49
Q

multivariate analysis of variance

A

MANOVA is the extension of ANOVA to more than one dependent variable

50
Q

causal modeling

A

involves the development and statistical testing of a hypothesized explanation of the causes of a phenomenon, usually with non experiential data

51
Q

pathanalysis

A

which is based on multiple regression, is a widely used approach tp casual modeling

52
Q

LISREL

A

linear structural relations analysis are highly complex stat tech whose utility relies on a sound underlying casual theory