Risk Reduction Calculator
Quantify the annual loss expectancy removed by a remediation programme and the return on the money it costs.
Inputs
Cost of one incident: response, downtime, fines, remediation and churn
Annual Risk Reduction
$324,000.00
Risk Removed
77.1%
ALE Before
$420,000.00
ALE After
$96,000.00
Return on Security Investment
58.0%
Payback Period
7.6months
Business Case
Positive — pays back in 7.6 months
Step by step
Values used
Single loss expectancy = 1,200,000 currency; Annual probability before remediation = 35 %; Annual probability after remediation = 8 %; One-off remediation cost = 180,000 currency; Ongoing annual cost = 25,000 currency
Risk Reduction
ALE = single loss expectancy × annual probability. Risk reduction = ALE before − ALE after. ROSI = (reduction − first-year cost) ÷ first-year cost.
Payback period
Payback period in months = first-year cost ÷ (annual reduction ÷ 12).
Annual Risk Reduction
= 324,000.00
Risk Removed
= 77.1
ALE Before
= 420,000.00
ALE After
= 96,000.00
Return on Security Investment
= 58.0
Payback Period
= 7.6 months
How it works
This is the standard expected-loss model: multiply the cost of one incident by how often you expect it, and the difference between the before and after figures is the value of the work. The honesty of the output rests entirely on the probability estimates, which is why the calculator makes you state both explicitly rather than hiding them inside a single 'risk score'. Security work competes with every other capital request, and 'this removes £324,000 of annual loss expectancy for £205,000' is an argument a CFO can act on where 'this fixes a critical' is not.
Formulas
Risk Reduction
ALE = single loss expectancy × annual probability. Risk reduction = ALE before − ALE after. ROSI = (reduction − first-year cost) ÷ first-year cost.
- SLE
- Cost of one incident, all-in
- ALE
- Annual loss expectancy
- first-year cost
- One-off remediation plus one year of operating cost
- ROSI
- Return on security investment as a percentage
Payback period
Payback period in months = first-year cost ÷ (annual reduction ÷ 12).
Frequently Asked Questions
How is Risk Reduction calculated?
ALE = single loss expectancy × annual probability. Risk reduction = ALE before − ALE after. ROSI = (reduction − first-year cost) ÷ first-year cost. This is the standard expected-loss model: multiply the cost of one incident by how often you expect it, and the difference between the before and after figures is the value of the work. The honesty of the output rests entirely on the probability estimates, which is why the calculator makes you state both explicitly rather than hiding them inside a single 'risk score'.
Why does Risk Reduction matter?
Security work competes with every other capital request, and 'this removes £324,000 of annual loss expectancy for £205,000' is an argument a CFO can act on where 'this fixes a critical' is not.
What values do I need to enter?
This calculator takes 5 inputs: Single loss expectancy, Annual probability before remediation, Annual probability after remediation, One-off remediation cost, Ongoing annual cost. The pre-filled defaults are a realistic starting point — replace them with figures from your own environment for a result you can act on.
Where do the probabilities come from?
Industry breach frequency data for your sector and size, adjusted by your own incident history and exposure. Give a range rather than a point estimate and run the calculation at both ends — if the case holds at the pessimistic end, it is robust.
Why only count the first year of operating cost?
To keep payback comparable across proposals. For a multi-year decision, discount several years of reduction against several years of cost; single-year ROSI flatters cheap one-off fixes and penalises platforms that keep paying back.
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