Margin Calculation Method

What Are Margin Calculation Methods

In sportsbook pricing, margin calculation methods are used to distribute your built-in profit (margin) across odds. They directly shape how odds are calculated from implied probabilities, impacting competitiveness, profitability, and risk exposure. Unlike a fixed margin percentage applied uniformly, margin calculation methods determine how the margin is spread across outcomes based on the underlying probability distribution.

TRADE supports three industry-standard Margin Calculation Methods.

Why Margin Calculation Methods Matter

Margin isn’t just “a number” you add — it affects:

• Price competitiveness — how attractive your odds are relative to competitors.

• Profit behavior — which odds contribute most to your expected hold.

• Risk balance — how pricing behaves in imbalanced or extreme probability scenarios.

Choosing the right method helps you balance market appeal with long-term margin protection.

Supported Margin Calculation Methods

Multiplicative Margin

How it works

Scales the margin in proportion to the implied probabilities — higher probability outcomes get proportionally more margin and lower probability outcomes get proportionally less.

Use Case

Best for common markets with relatively balanced probabilities. It’s straightforward and often comparable with simpler pricing models.

Power Margin (LSports Recommended)

How it works

Applies a normalization exponent to redistribute margin more efficiently using a power multiplier.

Use Case

Ideal for particularly high-odd markets.

Additive Margin

How it works

Applies the same fixed margin amount to every outcome, subtracting evenly regardless of underlying probability.

Use Case

Simple markets and basic use cases where you want the same margin impact across all bets.

Comparing Margin Calculation Methods

Method	Accuracy	Suitability	Probability Control	Bias Handling
Multiplicative	Moderate	Common bets	May exceed 100%	Weak
Power	High	All bets	Always within [0,1]	Strong
Additive	Low	Basic use	Equal distribution	Weak

Examples

Example 1

Raw odd	Raw prob	Multiplicative	Additive	Power
1.18	0.847	1.277	1.219	1.208
7.15	0.139	7.740	8.901	9.518
10.5	0.095	11.366	14.766	14.782

sum 1.082

total_margine 0.0825

Example 2

Raw odd	Raw prob	Multiplicative	Additive	Power
1.224	0.817	1.359	1.282	1.268
5.91	0.169	6.565	7.562	8.045
8.02	0.1247	8.909	11.399	11.511

sum 1.11

total_margine 0.11