How to read decimal odds and implied probability in Kenya
Decimal odds show what a winning bet returns for each shilling staked, stake included. Illustrative example: a KES 100 bet at 2.50 returns KES 250 if it wins. For the implied probability, divide 1 by the odds: 1 / 2.50 = 0.40, or 40%. That figure includes the bookmaker's margin, so the fair chance is usually a little lower.
Key facts
| Fact | Value | As of | Source |
|---|---|---|---|
| Display of odds | Licensees must clearly display betting odds, rules and terms for each bet (L.N. 112 of 2026, r.23(1)) | October 2026 | 2 |
| Accepted bets | Terms may not be altered after acceptance, except as the Act and the Regulations permit (L.N. 112 r.23(2)) | October 2026 | 2 |
| Minimum online stake | KES 20 (Gambling Control Act, 2025, s.71(1)) | October 2026 | 1 |
| Excise duty on betting | 5% of the amount deposited, effective 1 July 2025 | October 2026 | 3 |
| Excise base from 1 July 2026 | Amount deposited "for betting purposes" (Finance Act, 2026, s.36(b)(i)) | October 2026 | 4 |
Decimal odds are the single-number prices you see on a bet slip, such as 1.85 or 3.40. Each one answers two questions: how much a winning bet pays, and what chance the price implies. If the idea of a price is new to you, start with what betting odds are.
What does a decimal price tell you?
A decimal price is the total return for every 1 shilling staked if the bet wins. The return includes your stake. Profit is the return minus the stake.
So return = stake x odds, and profit = stake x (odds - 1). A price of 1.00 would only hand your stake back, which is why real prices sit above it.
Regulation 23(1) of the Gambling Control (Conduct of Gambling Operations) Regulations, 2026 requires a licensee to clearly display betting odds, rules and terms for each bet. Regulation 23(2) says a licensee shall not alter the terms of a bet after accepting it, except as the Act and the Regulations permit. The price on your accepted slip is the one that counts.
How do you convert decimal odds to implied probability?
- Find the decimal price for the outcome, for example 1.80.
- Divide 1 by the price: 1 / 1.80 = 0.5556.
- Multiply by 100 to get a percentage: 55.6%.
- Read the answer as the chance the price implies, not the true chance, because the bookmaker's margin is built in.
The rule also runs backwards. To find the decimal price that matches a probability, divide 1 by the probability written as a decimal. A 25% chance matches odds of 1 / 0.25 = 4.00.
Worked examples with a KES 100 stake
Illustrative example: at odds of 1.50, a KES 100 stake returns KES 150 if it wins, a profit of KES 50. The implied probability is 1 / 1.50 = 66.7%. The price implies this outcome about two times in three.
Illustrative example: at 2.00, the same stake returns KES 200, a profit of KES 100. The implied probability is 50%, the price of a fair coin toss before any margin.
Illustrative example: at 3.75, KES 100 returns KES 375, a profit of KES 275. The implied probability is 1 / 3.75 = 26.7%, a little more than one time in four.
Short prices still leave room to lose. Odds of 1.10 imply 90.9%, so about one such bet in eleven fails, which is why no betting tip can be sure.
The smallest online stake the law allows is KES 20, under section 71(1) of the Gambling Control Act, 2025. Illustrative example: KES 20 at 1.50 returns KES 30. The implied probability stays at 66.7%, because the stake does not change the price.
Decimal odds conversion table
| Decimal odds | Implied probability | Fractional odds | Return on KES 100 | Profit on KES 100 |
|---|---|---|---|---|
| 1.20 | 83.3% | 1/5 | KES 120 | KES 20 |
| 1.25 | 80.0% | 1/4 | KES 125 | KES 25 |
| 1.50 | 66.7% | 1/2 | KES 150 | KES 50 |
| 1.80 | 55.6% | 4/5 | KES 180 | KES 80 |
| 1.90 | 52.6% | 9/10 | KES 190 | KES 90 |
| 2.00 | 50.0% | 1/1 (evens) | KES 200 | KES 100 |
| 2.50 | 40.0% | 6/4 | KES 250 | KES 150 |
| 3.00 | 33.3% | 2/1 | KES 300 | KES 200 |
| 3.75 | 26.7% | 11/4 | KES 375 | KES 275 |
| 5.00 | 20.0% | 4/1 | KES 500 | KES 400 |
| 10.00 | 10.0% | 9/1 | KES 1,000 | KES 900 |
Probabilities in the table are rounded to one decimal place. The odds converter gives the same figures for any price you type in and shows the margin of a whole market.
Why do the probabilities in one market add up to more than 100%?
Convert every outcome in a single market and add the results. The total comes out above 100%, and the excess is the bookmaker's margin, also called the overround. How the bookmaker's margin is built goes through it market by market.
Illustrative example: a home, draw and away market priced 2.10, 3.40 and 3.60 implies 47.6%, 29.4% and 27.8%. Those add up to 104.8%, so the margin is 4.8%.
To estimate the chances without the margin, divide each implied probability by the total. Here that gives about 45.4% for home, 28.1% for the draw and 26.5% for away, which together make 100%. Treat this as a rough method, because a bookmaker may not spread its margin evenly across outcomes.
How do fractional odds convert?
Fractional odds such as 6/4 show profit against stake: win 6 for every 4 staked. To turn them into decimal odds, divide the top number by the bottom one and add 1. For 6/4 that is 6 / 4 + 1 = 2.50.
For implied probability straight from a fraction, divide the bottom number by the sum of both numbers. For 6/4 that is 4 / (6 + 4) = 40%, the same answer as 1 / 2.50.
What the price on your slip does not show
Decimal odds cover only the stake and the return, and tax sits outside them. Paragraph 4A of the First Schedule to the Excise Duty Act charges excise on betting, and the Kenya Revenue Authority gives the rate as 5% of deposits from 1 July 2025. Section 36(b) of the Finance Act, 2026 changed that paragraph with effect from 1 July 2026, so it now speaks of money deposited "for betting purposes".
Illustrative example: a KES 1,000 deposit carries KES 50 of excise duty at 5%, whatever odds you later take. The duty depends on the deposit, not on the price or the result.
Which mistakes do people make when reading odds?
- Reading the return as profit. At 1.80 a KES 100 bet returns KES 180, but the profit is KES 80.
- Treating the implied probability as the true chance. It includes the margin, so it usually overstates the chance a little.
- Adding chances across different matches. When separate events sit on one slip, their probabilities multiply; they never add up.
- Assuming a short price is safe. A price of 1.25 implies 80%, which still means about one loss in every five such bets.
- Comparing a price with a different kind of number. A decimal price of 3.00 and a fraction of 3/1 are not the same: 3/1 is 4.00 in decimal form.
A single price also does not show how prices combine. A multibet multiplies the odds of its legs and multiplies their probabilities as well, as set out in accumulator (multibet) odds.
Questions people ask
How do I work out implied probability from decimal odds?
Divide 1 by the decimal odds and multiply by 100. Odds of 1.80 give 1 / 1.80 = 0.556, or 55.6%, and odds of 4.00 give 25%. The answer is the chance the price implies with the bookmaker's margin included, so the fair chance of that outcome is usually a little lower than the figure you get.
What do odds of 2.00 mean?
Odds of 2.00 mean a winning bet returns twice the stake, so KES 100 comes back as KES 200, which is a KES 100 profit. The implied probability is 1 / 2.00 = 50%, the same as a fair coin toss. In fractional form the same price is written 1/1, which is often called evens.
Does a bigger stake change the implied probability?
No. The implied probability depends only on the price, so a KES 20 stake and a KES 2,000 stake at 2.50 both imply 40%. The stake changes the shillings you can win or lose, not the chance. Illustrative example: at 2.50, KES 20 returns KES 50 if it wins, while KES 2,000 returns KES 5,000.
How do I convert fractional odds like 5/2 to decimal?
Divide the first number by the second and add 1. For 5/2 that is 2.5 + 1 = 3.50. The implied probability is the second number divided by the total of both numbers, here 2 / 7 = 28.6%. Illustrative example: a KES 100 stake at 5/2 returns KES 350 if the bet wins.
Why do the implied probabilities in one match add up to more than 100%?
Because each price carries part of the bookmaker's margin. In a market priced 2.10, 3.40 and 3.60, the three implied probabilities add up to 104.8%, so the margin is 4.8%. Dividing each probability by that total gives a rough estimate of the chances with the margin taken out.
Sources
- Gambling Regulatory Authority of Kenya, Gambling Control Act, 2025 (No. 14 of 2025), Kenya Gazette Supplement No. 141, as hosted by the regulator, read on 29 October 2026.
- Gambling Regulatory Authority of Kenya, Gambling Control (Conduct of Gambling Operations) Regulations, 2026, Legal Notice No. 112 of 2026, read on 29 October 2026.
- Kenya Revenue Authority, Adjustment of Excise Duty Rates for Excisable Goods and Services by the Finance Act, 2025 (public notice), read on 29 October 2026.
- Kenya Revenue Authority, The Finance Act, 2026 (No. 19 of 2026), read on 29 October 2026.