Lecture 4 Flashcards

1
Q

discrete = ?

A

finite set of values a variable can take on

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2
Q

how can data be described?

A

frequency tables
pie charts
bar charts

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3
Q

measures of central tendency encompasses…?

A

mean, median, mode

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4
Q

continuous variable = ?

A

can have infinite values

can take on any value within an interval

(e.g., any number between 0 and infinity)

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5
Q

levels of measurement for continuous = ?

A

interval or ratio

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6
Q

distribution = ?

A

collection of values of a particular variable

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7
Q

bin = ?

A

a rectangle in a histogram

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8
Q

what’s the difference between discrete & continuous distribution graphically?

A

continuous is a smooth curve, no gaps

discrete has noticeable gaps in between values

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9
Q

are discrete/continuous variables measured or counted?

A

discrete = counted
continuous = measured

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10
Q

frequency distribution = ?

A

a summary of a dataset, showing the frequency of items in several classes

objective is to provide insight

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11
Q

frequency distribution for qualitative data = ?

A

counting the number of times each value occurs

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12
Q

frequency distribution for quantitative data = ?

A

either counting or grouping values

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13
Q

symmetric frequency distribution = ?

A

in the case that a distribution is split into two identical halves

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14
Q

skewness frequency distribution = ?

A

assymetric distribution

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15
Q

kurtosis in a frequency distribution = ?

A

degree of peakedness or steepness in a distrubution

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16
Q

positively skewed = ?

A

hump is on the left side

17
Q

negatively skewed = ?

A

hump is on the right side

18
Q

steeply peaked = ?

A

sharp, high, middle curve

19
Q

shape of the distribution influences…

A

all statistical descriptive measures

20
Q

when a distribution is symmetrical…

A

the mean & median values are the same

21
Q

when a distribution is skewed…

A

the equivalence disappears

22
Q

what is more representative of a dataset in the case of a skewed distribution: mean or median?

A

median, not the mean

23
Q

why is the median more representative in an assymetrical distribution?

A

outliers don’t skew median results, but they’d skew mean averages

24
Q

mean = ?

A

AKA average or expected value

25
harmonic mean = ?
an average which is useful for sets of numbers which are defined in relation to some unit
26
geometric mean = ?
indicates the central tendency or typical value
27
arithmetic mean = ?
sum of all numbers divided by the number of numbers
28
median = ?
the value that separates a set of values into two perfectly equal halves the middle value in an ordered list of data
29
mode = ?
the most commonly occurring value in a dataset
30
bimodal = ?
dataset with two modes will have two lumps in a line graph
31
density curve = ?
an idealised description of a data distribution
32
measures of variability = ?
helps communicate the shape & spread of the dataset the dispersion of the variables in a dataset e.g., variance, SD, quartile
33
variance = ?
measure of how far a set of numbers is spread out from their average value
34
standard deviation = ?
measure of the amount of variation or dispersion of the values in a dataset approximately the average distance between all individual values in a dataset and its centre
35
how do you calculate standard deviation?
square root of variance
36
range = ?
difference between the smallest and largest values
37
quartiles = ?
specific percentiles dividing the data into 4 parts
38
interquartile range = ?
the difference between the third and the first quartile
39
why is standard deviation preferred over variance?
an advantage of the standard deviation over the variance is that its units are the same as those of the measurement