Chapter 3.1 Flashcards

(55 cards)

1
Q

a statistical tool used to measure the relationship between two or more variables; change in one us accompanied by the change in another

A

Correlation

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2
Q

a correlation in the same direction ; one variable goes up, the other goes up ; one variable goes down, the other goes down

A

Positive Correlation

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3
Q

A correlation in the opposite direction

A

Negative Correlation

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4
Q

if there is no relationship between two variables ; one variable changes, the other remains constant

A

Zero / No correlation

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5
Q

Enumerate types of correlation based on direction

A
  1. Positive C.
  2. Negative C.
  3. Zero / No C.
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6
Q

type of correlation when two variable are considered as under positive or negative correlation

A

simple correlation

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7
Q

type of correlation when more than teo variables are considered ; the correlation between them when all other variables are held constant, when the linear effects of all other variables on them are removed

A

Partial Correlation

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8
Q

type of correlation when more than two variables are considered; the correlation between one of them and its estimate based group consisting of the other variable

A

Multiple Correlation

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9
Q

enumerate types of correlation based on variables

A
  1. Partial Correlation
  2. Simple Correlation
  3. Multiple Correlation
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10
Q

type of correlation when the ratio of change is constant; when all the points on the scatter diagram looks like a straight line

A

Linear Correlation

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11
Q

type of correlation when the ratio of change is not constant ; all the points on the scatter diagram tend to lie near a smooth curve

A

non-linear correlation

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12
Q

enumerate the types of correlation based on form

A
  1. Linear Correlation
  2. Non Linear Correlation
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13
Q

enumerate the methods of determining correlation

A
  1. Scatter Diagram
  2. Karl Pearson’s Coefficient of Correlation
  3. Spearman’s Rank Correlation Coefficient
  4. Methods of Least Squares
  5. Regression Analysis
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14
Q

The simplest method to study the correlation between 2 variables; each pair of a variable is plotted on a graph in the form of dots thereby obtaining as many points the number of observations;

A

Scatter Diagram Method

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15
Q

true or false

the more points plotted scattered over the chart, the lesser is the degree of correlation between variables

A

true

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16
Q

true or false

the more the points plotted are closer to the line, the lower is the degree of correlation

A

false.

the more the points plotted are closer to the line, the 𝐡𝐢𝐠𝐡𝐞𝐫 is the degree of correlation

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17
Q

the chart on which the dots are plotted are also called

A

Dotogram

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18
Q

widely used mathematical method wherein the numerical expression is used to calculate the degree and direction of the relationship between continuous and linear related variables

A

Karl Pearson’s Coefficient of Correlation

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19
Q

Perfect positive correlation

A

r = +1

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20
Q

Perfect Negative Correlation

A

r= -1

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21
Q

no correlation

A

r = 0

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22
Q

perfect positive correlation: when all points lie on the straight line rising from the _______

A

lower left-hand corner to the upper right hand corner

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23
Q

when all points lie on the straight line rising from the lower left-hand corner to the upper right hand corner

A

perfect positive correlation

24
Q

Perfect Negative Correlation: when all points lie on the straight line rising from the _______

A

upper left-hand corner to the lower right-hand corner

25
when all points lie on the straight line rising from the upper left-hand corner to the lower right-hand corner
Perfect Negative Correlation
26
suggest a strong correlation between
+/- .05 and +/- 1
27
When the points plotted fall under the narrow band and is said to be positive when these show the rising tendency from the lower left-hand corner to the upper right-hand corner
High degree values
28
values below ___ are considered a weak correlation
0.29
29
Low degree of correlation: the degree of correlations between the variables is said to be low but positive/negative when the points are highly scattered over the graph and show a rising tendency from the
lower left-hand corner to the upper right-hand corner (vice versa)
30
the variable is said to be unrelated when points are haphazardly scattered over the graph and do not show any specific pattern
No Correlation r= 0
31
parametric has a ____ distribution
normal
32
non parametric has a ____ distribution
skewed
33
parametric uses _____ data
quantitative
34
non parametric uses _____ data
ordinal / nominal
35
a non-parametric statistical measure used to study the strength of association between the two ranked variables.
Spearman Rank Correlation Coefficient
36
tells the degree of correlation betweek the variables by using the square root of the product of two regression coefficient that x on y and y on x
method of least squares
37
the square of the coefficient of correlation r2 which is calculated to interpret the value of correlation; explains the level of variance in the dependence variable or explained by its relationship with the independent variable
coefficient of determination
38
the coefficient correlation measures not only the ____ of correlation but also tells the ____.
magnitude; direction
39
is a statistical tool used to determine the probable change in one variable for the given amount of change in another
regression analysis
40
the correlation is said to be ______ when the two regression lines coincide
perfect positive or negative
41
in case the variables are independent, then the correlation will be ____ and the lines of regression will be at ____ angles
zero ; right angles
42
line used to minimize th squared deviations of predictions
regression line
43
___ determines how much Y variable changes when X is increased by 1 point
Slope
44
Point Biserial
Artificial dichotomous + interval ratio
45
Phi Coefficient
nominal true dichotomous + nominal (true/artificial)
46
Tetrachoric
Artificial dichotomous + artificial dichotomous
47
Kendall’s
3 or more ordinal rank
48
used for comparison or determining differences
T-Test (Independent)
49
describe T-Test (Independent)
2 different groups / independent samples + interval/ratio scales (continuous variables)
50
describe T-Test (dependent) /Paired Test
1 group nominal + 2 treatments
51
describe one way anova
3 or more groups tested once
52
describe one way repeated measures
1 group measures at least 3 times
53
describe two way anova
3 or more groups tested for 2 variables
54
describe ancova
used when you need to control for an additional variable which may be influencing the relationship between your IV and DV
55
describe anova mixed designs
2 or more groups measured more than 3 times