Table 1.
DASS subscales | Mean (standard deviation) | 95% confidence intervala | P (two-tailed)b |
---|---|---|---|
Total depression | |||
Person referred (n = 9) | |||
Pre | 24.1 (11.0) | 6.5–18.9 | 0.002 |
Post | 11.4 (8.6) | ||
Significant other (n = 11) | |||
Pre | 8.0 (9.3) | −2.7–5.4 | 0.472 |
Post | 6.6 (7.6) | ||
Total anxiety | |||
Person referred (n = 9) | |||
Pre | 20.1 (13.7) | 4.5–11.9 | 0.001 |
Post | 11.9 (12.3) | ||
Significant other (n = 11) | |||
Pre | 5.8 (8.3) | −6.1–3.8 | 0.605 |
Post | 7.0 (9.0) | ||
Total stress | |||
Person referred (n = 9) | |||
Pre | 25.6 (10.2) | 6.7–14.9 | 0.000 |
Post | 14.8 (10.6) | ||
Significant other (n = 11) | |||
Pre | 10.2 (7.0) | −8.3–6.0 | 0.717 |
Post | 11.4 (10.2) | ||
a95% confident that the true value of the difference between pre- and post-therapy results lies between the values
bP represents the probability that the pre- and post-therapy difference happens by chance if there is truly no difference – two-tailed implies we are looking for a difference in either direction