significance and regression coeffeicent Flashcards

1
Q

what tests would you use for significance and regression coeffeincent

A
  • F test
  • likelhood ratio test
  • wald test
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2
Q

what has wider limits

A

prediction limits (unaffected by sample size)

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3
Q

what has narrower limits

A

confiednce intervals (affected by the sample size)

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4
Q

what is the general form for linear regression

A

predict y for a given value of x

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5
Q

what is the simple linear regressiobn model

A

y=a+bx+e

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6
Q

what is ‘a’ within a line with equation y= a +bx

A

= intercept or constant

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7
Q

what is ‘b’ within a line with equation y= a +bx

A

slope

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8
Q

what is the aim of regression anyalsis

A

find the line for the data in hand

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9
Q

what is residual

A

(random error)
it is teh difference between each obsereved data points

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10
Q

what is homosedasity

A

constant variance

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11
Q

what is there at each fixed value of x

A

a distint distribution of y that have differnet means but the same shape

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12
Q

what is a regression line

A

best fit straight line taht joins the values of y

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13
Q

what is the best way to look at normality

A

histograms and/or normal probabilty plots

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14
Q

what is the best way to look at linerailty

A

scatterplot

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15
Q

what is the main advantage of regression framework

A

capabilty of fitting multiple predictors

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16
Q

what does it mean if r=0

A

there is no linear relatiojnship between the variables

17
Q

what does r>0 mean

A

positive slope

18
Q

what does r<0 mean

A

negative slope

19
Q

out of correlation and regression which one provides more infromative

A

regression

20
Q

what happens to the confidence interval as the sample size increases

A

gets narrower

21
Q

what happens to the prediction intervals when the population size increases

A

it is unaffected

22
Q

what typoe of varaible is y

A

dependant vairble

23
Q

what type of variavble is x

A

independant varibale

24
Q

what is a residual

A

the difference between each obserevd data and is predicted by the fitted line
they are assumed to be normal

25
Q
A
26
Q

what is pearson r applicable to

A

continous varibales

27
Q

what are the values for r between

A

-1 and +1

28
Q

what is teh r value for a positive slope

A

if biggeer than 0 = positive

29
Q

what is teh r value for a negative slope

A

if less than 0 then negative

30
Q

what does it mean when r =0

A

no linear relation between the variblaes

31
Q

what does the p value depend on

A

r and sample size

32
Q

what are the disadvantages of correlation

A

only extreme values are easily interpreatble

33
Q

what test would you use for agreement

A

bland altman

34
Q

what is good agreement in bland altman

A

small bias, narrow limits of agreement and most data falloing within the limits

35
Q

what is the limit of agreement in bland altman

A

biaas +or - 1.96X sd