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Oscar investigated whether there was a relationship between attitudes to recreational drug use and parts of the personality (id, ego and superego) according to Freud - AQA - A-Level Psychology - Question 7 - 2021 - Paper 1

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Oscar investigated whether there was a relationship between attitudes to recreational drug use and parts of the personality (id, ego and superego) according to Freud... show full transcript

Worked Solution & Example Answer:Oscar investigated whether there was a relationship between attitudes to recreational drug use and parts of the personality (id, ego and superego) according to Freud - AQA - A-Level Psychology - Question 7 - 2021 - Paper 1

Step 1

Complete Table 1

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Answer

Personality scoreRank 1Attitude to recreational drug use scoreRank 2d
2131.5-0.50.25
8697-11
5364-11
9742525
64.576-1.52.25
3253-11
7588-39
182539
441400
97.543.5416
Total: 17.5

Step 2

Calculate Spearman’s rank correlation coefficient

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Answer

To calculate Spearman’s rank correlation coefficient, use the formula:

ρ=16d2N(N21)\rho = 1 - \frac{6 \sum d²}{N(N^2 - 1)}

Where:

  • d2=17.5\sum d² = 17.5
  • N=8N = 8 (number of pairs)

Substituting in: ρ=16×17.58(641)\rho = 1 - \frac{6 \times 17.5}{8(64 - 1)}

Calculating yields: ρ=11055040.792\rho = 1 - \frac{105}{504} \approx 0.792

Step 3

Using the critical values table for Spearman's rank

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Answer

To determine the lowest level of significance, we refer to the critical values table for Spearman's rank. Since N=8N=8, at a one-tailed hypothesis:

  • The critical value at P=0.025 is 0.738.
  • Oscar's calculated value (0.792) exceeds this critical value, indicating a significant result.

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