Statistical testing Flashcards

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1
Q

Unrelated design (Independant design)

C
M
U

A
  • Chi-squared
  • Mann-whitney
  • Unrelated T-Test
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2
Q

Related Design (Repeated measures)

S
W
R

A
  • Sign Test
  • Wilcoxon
  • Related T-test
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3
Q

Test of association or Correlation
C
S
P

A

Chi-squared
Spearmans’s Rho
Pearson’s R

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4
Q

Ordinal data

M
W
S

A

Mann-whitney
Wilcoxon
Spearman’s Rho

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5
Q

Nominal Data

A

Chi-squared

Sign Test

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6
Q

Interval data

U
R
P

A

Unrealted T-Test
Related T-Test
Pearson’s R

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7
Q

Mnemoic

Carrots should come Mashed With Swede Under Roast Potatoes

A

N =Carrots Should Come
O = Mashed With Swede
I = Under Roast Potatoes

Unrelated design

  • Chi-squared
  • Man whitney
  • Unrelated T-test

Related design

  • Sign test
  • Wilcoxon
  • Related

Test of association or correlation

  • Chi-squared
  • Spearmans rho
  • Pearson’s R
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8
Q

Type I error

A

If significance level is too lenient e.g 0.1 (10%) it can result in the null hypothesis being rejected when it is the case (optimistic error or a false positive) as the researcher claims to have found a significant difference/correlation when one does not exist.

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9
Q

A Type II error

A

If significance level is too stringent e.g. 0.01 (1%), it is possible that is the null hypothesis will be accepted when in fact it is false (pessimistic error or a false negative).

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10
Q

Define what is meant by the critical value

A
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11
Q

Step one of sign test

A

State the hypothesis.

  • If hypothesis is directional = One tailed test
  • If hypothesis is non-directional = Two tailed test
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12
Q

Step two of sign test

A

Record the data and workout the sign where the pair of data is (+) or (-)

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13
Q

Find calculated value

A

S is found by calculated by adding up the pulses and adding up the minuses and selecting the smaller value.
S= calculate value

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14
Q

Step 4 of sign test

A

Find cirtical value of S
- N = total number of scores (Ignore all zeros)
Then use table of critical values and locate column 0.05

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15
Q

Step 5 of the sign test

A

If the hypothesis is directional check that the result is expected direction

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