Prelim #1 Flashcards

1
Q

Random Sample

A

each member of the population has an equal and independent chance of being selected

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2
Q

Volunteer bias

A

volunteers for a study are likely to be different, on average, from the population

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3
Q

sample of convenience

A

a collection of individuals that happen to be available at the time

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4
Q

accuracy

A

an estimate is accurate (unbiased) if the average of estimates is centered on the true population value

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5
Q

precision

A

a measure of how far apart repeated estimates might be, directly related to sample size

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6
Q

experimental study

A

researcher randomly assigns individuals to treatment groups

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7
Q

observational

A

assignment of treatments is not made by researcher

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8
Q

categorical variables

A

describe membership in category/group. could be dichotomous (binary), ordinal (categories are ordered), or nominal (categories have no natural ordering)

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9
Q

numerical/quantitative variables

A

quantitative measurements that have magnitude on a numerical scale. either continuous (can be measured) or discrete (can be counted, individual units)

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10
Q

graphing: 1 categorical variable

A

frequency table, bar graph/bar plot

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11
Q

graphing 1 numerical variable

A

histogram

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12
Q

graphing 2 categorical variables

A

grouped bar graph, mosaic plot

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13
Q

graphing 2 numerical variables

A

scatterplot, line graph (time)

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14
Q

graphing 2 variables: one categorical and one numerical

A

strip chart, side-by-side box plot, multiple histograms

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15
Q

mean vs median

A

mean is the center of gravity, median is middle measurement… mean is more affected by outliers/extreme values than median

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16
Q

sample range

A

max-min…poor measure of distribution width…biased estimator of true range of the population

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17
Q

sample variance (s^2)

A

the average squared difference from the mean….(standard deviation)^2

18
Q

standard (s)

A

positive square root of variance…it is related to the average distance between the mean and each observation…measure of the variability (or spread) of a distribution

19
Q

what percent of data falls within 1 sd of mean (normal distribution)?

A

2/3 (66%)

20
Q

what percent of data falls within 2 sd of mean (normal distribution)?

A

95%

21
Q

interquartile range

A

3rd quartile-1st quartile

22
Q

skew

A

measure of asymmetry…refers to pointy tail of a distribution

23
Q

box plot…where do whiskers extend to?

A

largest and smallest non-extreme observation

24
Q

standard error

A

the standard error of an estimator is the standard deviation of the estimator’s sampling distribution…measures precision

25
Q

standard error formula

A

se=s/square root (n)

26
Q

formula for rough confidence interval and assumptions

A

sample mean +/ 2SE

normally distributed population and sufficiently large sample size, random sample

27
Q

does confidence interval contain sample mean or true population mean?

A

true population mean

28
Q

standard errors (increase/decrease) with increasing sample size?

A

decrease (large samples yield more precise estimates)

29
Q

will a 99% confidence interval be wider or narrower than a 95% confidence interval?

A

wider

30
Q

will a 90% confidence interval be wider or narrower than a 95% confidence interval?

A

narrower

31
Q

pseudo-replication

A

the error that occurs when samples are not independent, but are treated as though they are ex: multiple heart rates measured from the same person and treated as different samples

32
Q

mutually exclusive

A

two events are mutually exclusive if they cannot both be true… Pr(A and B)=0

33
Q

addition principle

A

if two events A and B are mutually exclusive, then Pr(A or B)=Pr(A)+Pr(B)

34
Q

general addition principle

A

A and B don’t have to be mutually exclusive.

Pr(A or B)=Pr(A)+Pr(B)-Pr(A and B)

35
Q

probability distributions: discrete

A

probability is measured by the height of the bar

36
Q

probability distributions: continuous

A

probability is quantified by area under the curve

37
Q

independence

A

two events are independent if the occurrence of one gives no information about whether the second will occur

38
Q

multiplication principle

A

if two events A and B are independent, then Pr(A and B) =Pr(A) X Pr(B)

39
Q

Conditional probability

A

The conditional probability of an event is the probability of that event occurring given that a condition is met

40
Q

Positive Predictive Value

A

the probability that subjects with a positive screening test actually have the disease pr(d|+)