Descriptive Statistics Flashcards

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1
Q
  • Used in Descriptive studies
  • Means of describing the nature and characteristics of the event under investigation
A

Descriptive Statistics

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2
Q

what is the initial step in data analysis of ANALYTIC RESEARCH?

A

Descriptive statiscs

Dadaan muna ng descriptive Statistics → inferential → analytic

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3
Q

Purpose of Descriptive statistics

just make uhmmm feel it

A
  • presenting of data
  • Summarizing data
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4
Q

Descriptive Statistics

Give the examples of summarizing data

familiarize lang vebs, wag pahirapan sarili

A
  • Statistical tables
  • Statistical graphs
  • Measures of Central Tendency (quantitative)
  • Measures of Dispersion or Variability (quantitative)
  • Measures of Position or Location (quantitative)
  • Rates and Ratios (Proportion - Quali)
  • Frequency Distribution (Table with frequency - Quali )

FAMILIARIZE! para di kabahan dughan

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5
Q

These are measures that describe a typical or representative value in a group of observations.

A

Measures of Central Tendency

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6
Q

Measures of Central Tendency

What are the types of presentations:

A
  • Mean
  • Mode
  • Median
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7
Q

Layman’s concept of “average”

=

A

mean

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8
Q

Population mean -
Sample mean –

A

Population mean – μ
Sample mean – x (eto lagi mas cinocompute)

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9
Q

If u see this card

A

Familiarize the formula of mean

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10
Q

Measures of Central Tendency

  • Center of gravity in a set of observations
  • Sensitive to extreme values
A

Mean

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11
Q

Measures of Central Tendency

if there is OUTLIER in a mean, what will happen?

A

the mean is swayed towardsthe extreme side

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12
Q

Measures of Central Tendency

Used especially when other statistical techniques like tests of hypothesis are to be applied to the data

A

Mean

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13
Q

Measures of Central Tendency

T or F

mean is the least common measure for central tendency?

A

F

it is bobo ka ha :P

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14
Q

Mean - T or F

Not easy to understand, and complex to calculate

A

F

EASY and SIMPLE

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15
Q

Mean - T or F

Based on all the values and rigidly defined

A

T

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16
Q

Mean - T or F

It is easy to understand even if some of the details of the data are lacking

A

T

diko rin alam accrding kay polly to

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17
Q

Mean - T or F

Based on the position in the series?

A

F

NOT BASED - icocompute lahat eh

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18
Q

Mean - T or F

Easy to locate in the graph

A

F

Cannot be located graphically

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19
Q

Mean

What is the bias of MEAN?

A

JENO - eme UPWARD

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20
Q

What conclusion does mean gives?

A

Misleading conclusion

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21
Q

Measures of Central Tendency

Middlemost value in a set of observations whose magnitudes have been ordered or arrayed.

A

Median

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22
Q

What is the cardinal rule in MEDIAN?

A

should be in CHRONOLOGICAL ORDER

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23
Q

Median - T or F

Very sensitive to extreme values

A

F

kaya mas favored to kesa sa mean dahil yung GITNA tinitignan

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24
Q

What central tendency is used when distribution are markedly skewed?

A

Median

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25
If u see this card
SHAKE THAT PHAT ASSS | ene familiarize median location formula
26
# Median If n is odd, what is the median?
Middle
27
# Median if n is even, what is the median?
average of the 2 middle numbers
28
# Median - T or F Median can be calculated in all distributions?
T
29
# Median - T or F hard to locate graphically
F
30
# Median - T or F for quanti only
F | Qualit and Quanti
31
# Median - T or F harder to understand even for statistics bitches
F | can be understood even by you
32
# Median - T or F it is based on all the values
F | gitna lang
33
# Median - T or F Capable for further math treatment
F | hanggang median lang siya
34
# Median - T or F Affected by fluctuation of sampling
T
35
# Measure of Central Tendency It is the values that occurs most often, and used for categorical or numerical
Mode (Mo)
36
# Mode - T or F THere may not be a mode?
T | not all data has identcal something
37
# Mode - T or F Mode is readily comprehensible and easily calculated
T
38
It is the “highlight” of the data set
Mode
39
What central tendency are OA for extreme values
MEAN | get it cause its "mean" kaya oa ## Footnote mode and median are not sensitive for extreme values
40
# Mode - T or F value of mode can also be determined graphically.
T
41
# Mode - T or F usually an actual value of an important part of the series.
T
42
# Mode - T or F Always based on all observation and capable of more mathematical manipulations
F (for both)
43
central tendencies that are affected GREATLY by sampling fluctuations
Median and Mode
44
* Describes how data are distributed * Measures of Shap -- Symmetric or skewed
Frequency Distribution Shapes
45
Best central tendency if the shape is skewer is ??!
Median
46
what central tendency always PROJECT THE POINT in skewerisity
Mode | skewirisity = yung nag ssskewed yall know it
47
Range Variance Standard deviation Coefficient of Variation
Measures of Variability or Dispersion
48
Difference Between Largest & Smallest Observations:
Range
49
what is the formula for RANGE
X(largest) - X(smallest)
50
# Range - T or F * Very sensitive to extreme values * Mention the least and greatest value
Range
51
Shows Variation About the Mean: – gaano kalayo sa mean
Variance | nasa question na sagot, bobo ka pag dimo alam :P jk
52
if u see this card
go over the formula for variance
53
We usually dont know the data for the POPULATION! for variance?
T
54
Just the square root of the VARIANCE
Standard Deviation
55
what is the basis of SD?
Mean | gaano kalayo sa mean; para magets check ppt ha
56
is a measure of how dispersed the data is in relation to the mean?
Standard deviation
57
A low standard deviation indicates that the values tend to be close to the mean, while a high standard deviation indicates that the values are spread out over a wider range.
use this card para magets mo SD | from innernet and gpt
58
* Measure of Relative Variation * Always presented as a pecenteage % * Shows Variation Relative to Mean * Used to Compare 2 or More Groups with different units of measurements
Coefficient of Variation
59
if u see this card
go over the formul of COEFFICIENT OF VARIATION
60
Not often computed, only when comparing two or more groups with two different unit of measurement
Coefficient of Variation
61
# Measures of Location or Position Divides the distribution into 100 equal parts
Percentiles
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# Measures of Location or Position Divides the distribution into 10 = parts
Deciles
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# Measures of Location or Position Divides the distribution into 4 = segments
Quartiles
64
* Measure of variation * Also known as the Midspread: Spread in the middle 50%
Interquartile Range
65
Difference between the third and the first quartiles: Q3 – Q1
Interquartile Range | Not affected by extreme values
66
if u see this card
go over on how to describe qualitative data
67