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
Q

harmonic mean = ?

A

an average which is useful for sets of numbers which are defined in relation to some unit

26
Q

geometric mean = ?

A

indicates the central tendency or typical value

27
Q

arithmetic mean = ?

A

sum of all numbers divided by the number of numbers

28
Q

median = ?

A

the value that separates a set of values into two perfectly equal halves

the middle value in an ordered list of data

29
Q

mode = ?

A

the most commonly occurring value in a dataset

30
Q

bimodal = ?

A

dataset with two modes

will have two lumps in a line graph

31
Q

density curve = ?

A

an idealised description of a data distribution

32
Q

measures of variability = ?

A

helps communicate the shape & spread of the dataset

the dispersion of the variables in a dataset

e.g., variance, SD, quartile

33
Q

variance = ?

A

measure of how far a set of numbers is spread out from their average value

34
Q

standard deviation = ?

A

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
Q

how do you calculate standard deviation?

A

square root of variance

36
Q

range = ?

A

difference between the smallest and largest values

37
Q

quartiles = ?

A

specific percentiles dividing the data into 4 parts

38
Q

interquartile range = ?

A

the difference between the third and the first quartile

39
Q

why is standard deviation preferred over variance?

A

an advantage of the standard deviation over the variance is that its units are the same as those of the measurement