Free Tool

ICER Calculator

Enter the total costs and health effects of a new intervention and its comparator to calculate the incremental cost-effectiveness ratio (ICER), incremental net monetary benefit and net health benefit, and to see where the result falls on the cost-effectiveness plane.

The calculator opens with the hypothetical worked example below.

Inputs

Measure of health effect

New intervention
Comparator
Decision rule

Default 30,000. Set the value that applies to your decision context.

Results

Cost-effective at £30,000 per QALY: the ICER of £20,000 per QALY gained is below the threshold.

Incremental cost (ΔC)
£16,000
Incremental effect (ΔE)
0.8 QALYs
ICER (ΔC ÷ ΔE)
£20,000 per QALY gained
Incremental net monetary benefit
£8,000
λ × ΔE − ΔC at £30,000 per QALY
Net health benefit
0.267 QALYs
ΔE − ΔC ÷ λ
Position on the plane
North-east quadrant: more effective and more costly

Cost-effectiveness plane

NW · dominatedNESWSE · dominantIncremental QALYs →↑ Incremental cost
Threshold: £30,000 per QALYCost-effective at this thresholdNew vs comparator

Educational tool. This calculator is for learning and quick checks. It is not a substitute for a full economic model, which handles time, uncertainty and the methods an HTA body requires, or for an HTA submission. Calculations run in your browser and the numbers you enter are not stored.

Method

How the calculation works

The calculator compares a new intervention with a comparator, usually current care. It works with the difference between the two options, not with their totals.

ΔC = Cnew − Ccomp
ΔE = Enew − Ecomp
ICER = ΔC ÷ ΔE
INMB = λ × ΔE − ΔC
NHB = ΔE − ΔC ÷ λ
Cnew, Ccomp
Total expected cost per patient of the new intervention and of the comparator, over the same time horizon, in the same currency and price year.
Enew, Ecomp
Total expected health effect per patient, in QALYs or life years.
ΔC, ΔE
Incremental cost and incremental effect: the new intervention minus the comparator.
λ (threshold)
Willingness to pay for one extra unit of health: the most the decision-maker is prepared to pay per QALY or life year gained.
ICER
Extra cost per extra unit of health. Only defined when ΔE is not zero.
INMB
Incremental net monetary benefit: the health gain valued in money at the threshold, minus the extra cost. Positive means cost-effective at that threshold.
NHB
Net health benefit: the health gain minus the health the extra cost could have produced elsewhere at the threshold (ΔC ÷ λ). Positive means cost-effective.

Whenever the ICER is defined, the three decision rules agree: the ICER is on the right side of the threshold exactly when INMB and NHB are positive, because INMB = λ × NHB. Net benefit is often easier to work with. It is defined even when ΔE is zero, it has no sign ambiguity, and it can be averaged across the runs of a probabilistic sensitivity analysis.

The four quadrants of the cost-effectiveness plane

The plane puts the incremental effect on the horizontal axis and the incremental cost on the vertical axis, with the comparator at the origin. The threshold is a line through the origin with slope λ.

  • North-east (ΔE > 0, ΔC > 0): more effective, more costly. The ICER is the extra cost per unit of health gained. The new intervention is cost-effective if the ICER is below the threshold.
  • South-east (ΔE > 0, ΔC < 0): more effective, less costly. The new intervention dominates the comparator. A negative ICER is not reported; the result is simply “dominant”.
  • North-west (ΔE < 0, ΔC > 0): less effective, more costly. The new intervention is dominated and is not cost-effective at any threshold.
  • South-west (ΔE < 0, ΔC < 0): less effective, less costly. The ICER is the saving per unit of health lost, and the decision rule reverses: the new intervention is cost-effective only if the ICER is above the threshold. A lower ICER in this quadrant is worse, not better.

When ΔE is zero the ICER is undefined because it would mean dividing by zero. The options then differ only in cost, and net monetary benefit still gives the answer. A point exactly on the threshold line means the decision-maker is indifferent on cost-effectiveness grounds.

Worked example

Worked example (hypothetical)

A new treatment costs £40,000 per patient and produces 6.3 QALYs. Current care costs £24,000 and produces 5.5 QALYs. The threshold is £30,000 per QALY. All numbers are hypothetical and chosen to keep the arithmetic simple. They are the default inputs of the calculator above.

  1. ΔC = £40,000 − £24,000 = £16,000
  2. ΔE = 6.3 − 5.5 = 0.8 QALYs
  3. ICER = £16,000 ÷ 0.8 = £20,000 per QALY gained
  4. INMB = £30,000 × 0.8 − £16,000 = £24,000 − £16,000 = £8,000
  5. NHB = 0.8 − £16,000 ÷ £30,000 = 0.8 − 0.533 = 0.267 QALYs

The point lies in the north-east quadrant, the ICER of £20,000 per QALY is below the threshold, and both net benefit measures are positive, so at £30,000 per QALY the new treatment is cost-effective. Lower the threshold to £18,000 and INMB becomes £18,000 × 0.8 − £16,000 = −£1,600: the verdict flips.

In practice

How HTA bodies use this

HTA bodies that use cost-effectiveness analysis look at the ICER of a technology against the relevant comparators, together with the clinical evidence, the uncertainty around the estimate and other factors such as severity, unmet need and budget impact. Some state an explicit threshold or range; others weigh cost-effectiveness without a fixed cut-off. Thresholds and methods differ between countries, so this page does not quote them: the articles below explain how two systems work.

In a submission the ICER does not come from two point estimates typed into a form. It comes from a full economic model, such as a Markov or partitioned survival model, run with deterministic and probabilistic sensitivity analysis, often against several comparators at once. In the United States, the acronym ICER also refers to the Institute for Clinical and Economic Review, an organisation that publishes evidence reports including cost-effectiveness analyses.

The cost-effectiveness plane, the ICER, thresholds and net benefit are taught step by step in Module 7: Cost-Effectiveness and the ICER, and the models that produce the costs and QALYs in Module 8: Economic Modelling.

FAQ

Frequently asked questions

The incremental cost-effectiveness ratio (ICER) is the difference in cost between two options divided by the difference in their health effects, usually measured in QALYs. It tells you how much extra you pay for each extra unit of health that the new option produces compared with the alternative.

A negative ICER appears when one option is cheaper and the other is more effective, but the sign alone does not tell you which. In the south-east quadrant the new option is more effective and less costly (dominant); in the north-west quadrant it is less effective and more costly (dominated). Report dominance rather than a negative ratio.

In the south-west quadrant the new option is less effective and less costly, so the ICER is the saving per unit of health lost. The usual rule reverses: the new option is cost-effective only if the saving per QALY lost is above the threshold. A higher ICER is better in this quadrant, not worse.

Incremental net monetary benefit (threshold × incremental effect − incremental cost) gives the same decision as comparing the ICER with the threshold, but it is always defined, even when the incremental effect is zero, and it has no sign ambiguity. A positive value means the new option is cost-effective at that threshold, and it can be averaged across probabilistic simulations.

Use the threshold or range that applies to the decision you are informing. Thresholds differ between countries and HTA bodies, and some bodies do not use a fixed threshold at all. The default of 30,000 in this calculator is only a starting value for the worked example, so change it to match your context.

Go further

Learn How the ICER Is Built and Challenged

The HTA Course covers the cost-effectiveness plane, thresholds, net benefit, economic models and uncertainty in 15 modules and 79 self-paced lessons, from the assessor's side and the submission side.