Concept Architecture
Concept
Theoretically, the Average Cost-Effectiveness Ratio (ACER) is a measure of the average cost required to achieve one unit of health outcome for a single healthcare intervention compared with doing nothing or a baseline comparator. It is based on the principles of economic evaluation and average efficiency, providing a measure of the overall value for money of an intervention without considering alternative interventions directly.
Mathematically, the Average Cost-Effectiveness Ratio is represented as the ratio of the total cost of an intervention to its total health outcome. The ratio estimates the average cost incurred to produce one unit of effectiveness, such as a life-year gained or quality-adjusted life year (QALY).
In practice, the Average Cost-Effectiveness Ratio is calculated by dividing the total cost of an intervention by its total health benefit. Although useful for describing the efficiency of a single intervention, it is generally not used for reimbursement or resource allocation decisions because it does not compare incremental costs and outcomes between competing interventions.
Purpose
Used to summarise the average efficiency of a healthcare intervention, describe its cost relative to health outcomes, support descriptive economic analyses, and provide preliminary evidence before incremental cost-effectiveness analysis.
Mathematical Formulae
Primary Formula
ACER = C / E
Where:
- C = Total cost of the intervention
- E = Total effectiveness (e.g. QALYs gained, life-years gained)
Supporting Formulae
None.
Related Mathematical Methods
- Cost-Effectiveness Analysis (CEA)
- Incremental Cost-Effectiveness Ratio (ICER)
- Cost-Utility Analysis (CUA)
- Cost-Benefit Analysis (CBA)
Example
A vaccination programme costs �1,500,000 and generates 600 QALYs.
ACER = �1,500,000 / 600 = �2,500 per QALY
The intervention therefore has an average cost-effectiveness ratio of �2,500 per QALY gained. An ICER would be required to compare this programme with an alternative intervention.
Excel Implementation
| Function | Example Formula | Health Economics Application |
|---|---|---|
| Division | =B2/B3 | Calculate the average cost per unit of health outcome. |
| IFERROR | =IFERROR(B2/B3,"") | Prevent divide-by-zero errors when calculating ACER. |
| ROUND | =ROUND(B2/B3,2) | Present ACER values for reporting and publication. |
VBA (Optional)
Automate the calculation of Average Cost-Effectiveness Ratios for multiple healthcare interventions and generate summary comparison tables.
Sources
- Drummond MF, Sculpher MJ, Claxton K, Stoddart GL, Torrance GW. Methods for the Economic Evaluation of Health Care Programmes. Oxford University Press.
- Briggs A, Claxton K, Sculpher M. Decision Modelling for Health Economic Evaluation. Oxford University Press.
- Gold MR, Siegel JE, Russell LB, Weinstein MC (eds.). Cost-Effectiveness in Health and Medicine. Oxford University Press.
- NICE. Health Technology Evaluation Manual.
Related Concepts (2)
Library
Publications
1
Methods for the Economic Evaluation of Health Care Programmes — Drummond, Sculpher, Claxton, Stoddart & Torrance, 4th Edition ed., 2015 (Oxford University Press)
The standard international reference text for economic evaluation methods in health care, covering cost-effectiveness, cost-utility and cost-benefit analysis, measurement of costs and outcomes, evidence synthesis, and the characterisation of uncertainty.
BookView source →
Frequently Asked Questions (6)
What is an average cost-effectiveness ratio?
The total cost of an intervention divided by its total health effect, calculated for each option rather than as a comparison.
Source: Drummond MF, Sculpher MJ, Claxton K, Stoddart GL, Torrance GW. Methods for the Economic Evaluation of Health Care Programmes. 4th ed. Oxford University Press; 2015.
How is an average cost-effectiveness ratio calculated, and against what?
The total cost of an intervention is divided by the total health effect it produces, giving a cost per unit of outcome for that option considered on its own. The implicit comparison is with doing nothing, since the totals are measured against a baseline of no intervention rather than against another option. Each option in a set therefore generates its own ratio, and the ratios are computed independently rather than in relation to one another.
Source: Drummond et al. 2015
Why is an average cost-effectiveness ratio the wrong basis for choosing?
Because decisions are almost never between an intervention and nothing at all, and the question that matters is what additional health the additional money buys relative to the next best available option. Ranking options by their average ratios can place them in a different order from the one their incremental performance implies, so a set of decisions each defensible on its own ratio can produce an allocation that yields less health than an alternative allocation costing the same.
Source: Weinstein & Stason 1977
What error does an average cost-effectiveness ratio produce?
It favours options that achieve a small effect cheaply over options that achieve a much larger effect for a moderate additional outlay, because the ratio rewards a low cost per unit rather than the value of what the extra spending purchases. A programme reaching many people with a slight benefit can therefore dominate a ranking while an intervention producing substantially more health per patient is passed over. The distortion is systematic rather than occasional, which is why the measure is not used for choosing.
Source: Karlsson & Johannesson 1996
When is average cost-effectiveness ratio informative?
It carries meaning where the alternative genuinely is no intervention, which occurs when a service is being introduced where none exists, and where the options under consideration are independent rather than mutually exclusive so that adopting one does not preclude another. It is also used descriptively to characterise the overall efficiency of a programme already in place. Outside these circumstances it describes a comparison that nobody is making. It is also occasionally reported alongside incremental results as a description of the intervention in isolation, which is unobjectionable provided it is not the figure the decision rests on.
Source: Drummond et al. 2015
How does an average cost-effectiveness ratio relate to an incremental one?
The incremental ratio divides the difference in cost between two options by the difference in effect, answering what the additional health from moving to the more effective option costs. The average ratio is the special case in which the comparator is no intervention, so its numerator and denominator happen to be totals. Analysis that ranks options correctly proceeds by ordering them by effect, discarding those that cost more and achieve less, and calculating incremental ratios between the survivors.
Source: Gold, Siegel, Russell & Weinstein 1996
Trust Record
Verified by Dr Darrin Baines
British health economist
Professional identity: darrinbaines.org
Verification date: 5 Aug 2025
Content version: 1.0.0
Canonical Identity
- Term code
- HE-EE-CEA-003
Stable URI · Machine-readable · Resolvable · CC BY 4.0