Correlational Studies Flashcards

1
Q

True or False
This is an example of a chi square test; 2 anesthetics are compared, where the individual only receives one injection (data is presented in a “contingency table”

A

True

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2
Q

You can obtain the expected values of the data in a contingency table by taking the ________ of numbers in the cells and multiplying it by the ______ number

A

probability

total

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3
Q

Once we have the observed and expected frequencies for each cell in a contingency test, we can look at the __________ and see if it could have occurred by ______

A

difference

chance

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4
Q

True or False

A contingency test is a family of curves depending on the sample size/number of variables

A

False; chi-square test

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5
Q

When calculating ____ _____ you take the observed value - expected value and square, then divide by the expected

A

chi square

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6
Q

The bigger the number of chi square the ______ the difference is

A

bigger

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7
Q

Chi-square assumptions include, both groups are _______, composed of _______ or _____ data, the categories are _______ exclusive (either a yes or no), and all expected frequencies are greater than or equal to _____

A
independent
nominal
ordinal
mutually
5
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8
Q

________ refers to how consistent or reproducible observations or measurements are

A

reliability

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9
Q

True or False

An example of intra-reliability is two different examiners on the same day

A

False; that is an example of inter-relaibility

intra-reliability is where it is one examiner on different days

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10
Q

Reliability coefficients include ____-____ correlation and, ______ and _____ kappa statistics

A

intra-class
weighted
simple

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11
Q

Weighted kappa statistics involve _____ data (i.e. slightly off/way off/progressive scale)

A

ordinal

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12
Q

Simple kappa statistics involve _____ data (i.e. yes or no)

A

nominal

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13
Q

Intra-class correlation involves _____ or _____ data (i.e. set scale; 1, 2, 3, 4 and must choose a point)

A

interval or ratio

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14
Q

A reliability coefficient of >_____ is considered excellent, and <____ is considered poor

A
  1. 75

0. 40

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15
Q

_______ refers to how closely your, observations, measurement instrument, or measurements are to the actual or accepted values ( i.e. the “gold standard”)

A

validity

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16
Q

_______ tests indicate presence or absence of disease; they are usually compared to the “gold standard”

A

diagnostic

17
Q

_______ answers the question of “if disease is present how often is the test positive”; it is proportional with the true diseases that is diagnosed as having disease by the test

A

sensitivity

18
Q

If you have a high ________, then false negatives are low

A

sensitivity

19
Q

_______ answers the question of “if disease is absent, how often is the test negative”; ability of test to correct identity those without disease; useful for ruling in presence of disease

A

specificity

20
Q

If _______ is high, then false positives are low

A

specificity

21
Q

Pneumonic for remembering sensitivity vs specificity;
SPIN
SNOUT

A

high specificity rules IN disease

high sensitivity rules OUT disease

22
Q

Specificity and sensitivity are stable; and do _____ ____ depending on underlying disease, prevalence, and number of patients tested

A

not change

23
Q

______ is the portion of results that agrees with the “gold standard”

A

accuracy