Research methods - Inferential Statistics Flashcards

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1
Q

Step 1

A
  • write out null hypothesis
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2
Q

Step 2

A
  • choose a significance level
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3
Q

Step 3

A
  • turn experimental results into a single test statistic
  • find out what the probability is that this test statistic
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4
Q

Step 4

A
  • assume alternative hypothesis is true instead
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5
Q

Step 5

A
  • if null hypothesis is rejected, results are statistically significant
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6
Q

Step 6

A
  • if you don’t reject the null hypothesis, it means that your results could have occurred by chance
  • if this happens, you’ve proved nothing
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7
Q

Step 7

A
  • significance level of 0.05 is okay for more tests
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8
Q

Type I error

A
  • when you reject the null hypothesis when it was actually true
  • significance levels gives you the probability of this happening
  • this is why significance levels are small
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9
Q

Type II error

A
  • when you don’t reject the null hypothesis when it was actually false
  • can happen if your significance level is too small
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10
Q
  1. Must decide if it’s a one-tailed or two-tailed test
A

one-tailed test: when the researcher has predicted an association and has also stated which way the results will go
two-tailed test: when the researcher has predicted an association, but hasn’t stated which way the results will go

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11
Q
  1. The observed value is then looked up in a critical value table
A
  • some of the critical values for a Spearmen’s rho correlation coefficient are shown here
  • as the test is two-tailed, the researcher needs to look at the row of significance levels for two-tailed tests
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12
Q
  1. Read off the table
A
  • if the psychologist wants to see if his results are significant at the p=0.05 level, he should use the appropriate column
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13
Q
  1. Make a conclusion about significance
A
  • for the data to be significant, the observed value from the Spearman’s rho calculation must be greater than or equal to the relevant critical value
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14
Q

Experimental design

A
  • related measures or unrelated measures
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15
Q

Research aims

A
  • whether there is a significance difference between 2 groups of scores
  • see if there is a significant association between 2 variables
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16
Q

Level of Measurement / Type of Data

A

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