OpenIntro 1 Flashcards

(43 cards)

1
Q

target population

A

Ex: all swordifsh in the Atlantic Ocean

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2
Q

Sample

A

a subset of the cases

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3
Q

Sample

A

a subset of the cases

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4
Q

It is essential to draw a _________ sample, and avoid _____

A

representative, bias

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5
Q

simple random sample

A

most basic type of random sample

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6
Q

from a sample, you should be cautious if the

A

non-response is high

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7
Q

convenience sample

A

where individuals who are easily accessible are more likely to be included in the sample, and is generally a bad basis for making conclusions about the population

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8
Q

explanatory variable : federal spending or high rates of poverty? “Is federal spending on average, higher or lower in counties with high rates of poverty?”

A

high rates of poverty

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9
Q

response variable: federal spending or high rates of poverty? “Is federal spending on average, higher or lower in counties with high rates of poverty?”

A

federal spending

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10
Q

Association does not imply

A

causation

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11
Q

observational study

A

collecting data in a way that does not directly interfere with how the data arise

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12
Q

experiment

A

when researchers want to investigate the possibility of a causal connection

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13
Q

control groups

A

does not recieve the “treatment” and may recieve a placebo

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14
Q

causal conclusion

confounding variable

A

a conclusion based on observational variable. not good.

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15
Q

histogram

A

a bar graph

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16
Q

scatterplots

A

provides a case-by-case view of data for two numerical data

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17
Q

placebo effect

A

a placebo results in a slight but real improvement in patients

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18
Q

stratified sampling steps

A

strata created, then random sampling within the stratum

19
Q

strata

A

similar groups grouped together

20
Q

retrospective studies

A

collect data after events have taken place

21
Q

prospective studies

A

identifies individuals and collects information as events unfold

22
Q

confounding variable

A

a variable that is correlated with the explanatory and response variables

23
Q

confounding variable

A

a variable that is correlated with the explanatory and response variables

24
Q

the mean

A

the center of a distribution of data

25
bin
a range of values
26
Contingency Tables
summarize data for two categorical variables (ex: totals)
27
multimodal
I statistikker er en multimodal fordeling en sandsynlighedsfordeling med to forskellige tilstande, kan også benævnes en bimodal fordeling. Disse fremstår som tydelige toppe i sandsynlighedsdensitetsfunktionen,
28
bimodal
two prominent histogram peaks
29
unimodal
one prominent histogram peak
30
symmetric
data set histrograms with equally trailing tails on both sides
31
left skewed
data sets histograms with a long thin tail to the left
32
right skewed
a histogram with a longer right trail
33
categorical variable
a variable that can take on one of a limited, and usually fixed, number of possible values, assigning each individual or other unit of observation to a particular group or nominal category on the basis of some qualitative property. ex: format : html/text
34
continuous variable
is quantitative data that can be measured. • it has an infinite number of possible values within. a selected range e.g. temperature range.
35
discrete data
is quantitative data that can be counted. and has a finite number of possible values. e.g. days of the week.
36
null hypothesis
hypothesis of no difference between variable outcomes
37
alternative hypothesis
not a null hypothesis
38
frequency table
table for a single variable
39
categorical
have values that describe a 'quality' or 'characteristic' of a data unit, like 'what type' or 'which category'. Categorical variables fall into mutually exclusive (in one category or in another) and exhaustive (include all possible options) categories. Therefore, categorical variables are qualitative variables and tend to be represented by a non-numeric value.
40
nominal variable
is a categorical variable. Observations can take a value that is not able to be organised in a logical sequence. Examples of nominal categorical variables include sex, business type, eye colour, religion and brand.
41
ordinal variable
is a categorical variable. Observations can take a value that can be logically ordered or ranked. The categories associated with ordinal variables can be ranked higher or lower than another, but do not necessarily establish a numeric difference between each category. Examples of ordinal categorical variables include academic grades (i.e. A, B, C), clothing size (i.e. small, medium, large, extra large) and attitudes (i.e. strongly agree, agree, disagree, strongly disagree).
42
continuous
is a numeric variable. Observations can take any value between a certain set of real numbers. The value given to an observation for a continuous variable can include values as small as the instrument of measurement allows. Examples of continuous variables include height, time, age, and temperature.
43
discrete
is a numeric variable. Observations can take a value based on a count from a set of distinct whole values. A discrete variable cannot take the value of a fraction between one value and the next closest value. Examples of discrete variables include the number of registered cars, number of business locations, and number of children in a family, all of of which measured as whole units (i.e. 1, 2, 3 cars).