Table 4.
Year | Successfully treated patients (%)
|
Incremental cumulative effects (QALY) | Incremental cumulative costs (£) | Incremental cost utility ratio (£/QALY) | |
---|---|---|---|---|---|
Sildenafil | Injection | ||||
1 | 77.25 | 6.40 | 7.79 | 28 368 | 3639 |
2 | 69.53 | 5.50 | 14.84 | 44 773 | 3017 |
3 | 66.05 | 5.23 | 21.53 | 60 356 | 2803 |
4 | 62.75 | 4.97 | 27.88 | 75 161 | 2695 |
5 | 59.61 | 4.72 | 33.92 | 89 226 | 2630 |
∞* | 2329 |
In year N the incremental cost utility ratio is a function of the incremental cumulative costs divided by incremental cumulative effects over these N years. But if you look at the cost utility ratios in the first and second year separately, you get an incremental cost utility ratio of £3639 per QALY in the first year and £2329 per QALY in the second year. The incremental cost utility ratio is constant from the second year on: £2329 per QALY. So, in the long term, the influence of the first year treatment costs is diminishing and the incremental cost utility ratio approaches £2329 per QALY.