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
26
what is pearson r applicable to
continous varibales
27
what are the values for r between
-1 and +1
28
what is teh r value for a positive slope
if biggeer than 0 = positive
29
what is teh r value for a negative slope
if less than 0 then negative
30
what does it mean when r =0
no linear relation between the variblaes
31
what does the p value depend on
r and sample size
32
what are the disadvantages of correlation
only extreme values are easily interpreatble
33
what test would you use for agreement
bland altman
34
what is good agreement in bland altman
small bias, narrow limits of agreement and most data falloing within the limits
35
what is the limit of agreement in bland altman
biaas +or - 1.96X sd