TG
Free Tool Algorithm updated: Feb 2026

Each Way Bet Calculator 2026

Calculate your each way returns with win and place payouts instantly

EV
Developed by Evgeniy Volkov

Enter Bet Details

Total stake will be double (win + place) = $20

Returns Breakdown

Total Stake$20

$10 win + $10 place

Place Odds
3.25

1/4 of (10 - 1) + 1

If Selection WINS

$132.5

Profit: +$112.5

If Selection PLACES Only

$32.5

Profit/Loss: +$12.5

Win Odds10
Places Paid3

Each Way Formulas

Understanding the mathematics behind each way betting

Place Odds

(Odds - 1) / F + 1

10.00 @ 1/4: (10 - 1) / 4 + 1 = 3.25

Win Return

S×O + S×PO

$10 @ 10.00: ($10 × 10) + ($10 × 3.25) = $132.50

Place Only Return

Stake × Place Odds

$10 @ 3.25 place odds = $32.50

Total Stake

Stake × 2

$10 E/W = $20 total

How Each Way Betting Works

2️⃣

Two Bets in One

An each way bet is actually two separate bets: one on your selection to WIN and one on it to PLACE (finish in the top positions).

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Place Terms

The bookmaker sets how many places pay out (usually 2-5) and at what fraction of the win odds (1/4 or 1/5).

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Win = Both Pay

If your selection wins, you collect BOTH the win bet and the place bet. If it only places, you only get the place portion.

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Calculate Returns

Place odds = (Win odds - 1) / fraction + 1. Total stake is always double your per-part stake.

Standard Place Terms

Place terms vary by number of runners and bet type

RunnersPlaces PaidFractionNotes
2-41-21/4Very few runners
5-71-21/4Small field
8-151-2-31/5Standard race
16+1-2-3-41/4Handicap race
GolfTop 5-81/4-1/5Major tournaments

Each Way Betting Tips

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Best for Longer Odds

Each way bets offer best value at odds of 10.00+. At short odds, the place returns rarely justify the extra stake.

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Check Place Terms

Place terms vary between bookmakers. Some offer extra places on big races - always compare before betting.

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Consider Field Size

More runners typically means more places paid. Check the race conditions before placing your bet.

FAQ

Frequently Asked Questions

An each way bet is two bets in one: a bet on your selection to win AND a bet on it to place (finish in top positions). It costs double your stake but gives you returns even if your selection doesn't win but finishes in the places.
Place odds are calculated as: (Win Odds - 1) / Fraction + 1. For example, if win odds are 10.00 and fraction is 1/4, place odds = (10 - 1) / 4 + 1 = 3.25.
1/4 odds means your place bet pays at one quarter of the profit portion of the win odds. So 10.00 win odds with 1/4 place terms gives 3.25 place odds (you get 1/4 of the 9.00 profit plus your stake back).
Standard terms: 2 places for 5-7 runners, 3 places for 8-15 runners, 4 places for 16+ handicap races. Bookmakers may offer enhanced place terms as promotions.
Each way bets work best for longer odds selections (10.00+) where a place finish is more likely. For short-priced favorites, the extra stake rarely provides good value.
If your selection wins, you collect BOTH bets: the win bet at full odds AND the place bet at place odds. This gives you the maximum return.
Non-runners reduce the field size which may change place terms. The number of paying places is typically reduced if the field drops below threshold levels (e.g., below 8 runners = 2 places only).

About Our Each Way Calculator

Our professional each way calculator instantly calculates your potential returns for both win and place scenarios. Whether you're betting on horse racing, golf majors, or any sport with each way markets, this free tool shows you exactly what you could win.

Each way betting is popular for longer-priced selections where you want insurance if your pick doesn't win but finishes in the places. The calculator handles all standard place terms including 1/4 and 1/5 odds fractions and 2-5 paying places.

This calculator is 100% free, calculates instantly as you type, and requires no registration. Updated for 2026 with current bookmaker place terms and each way rules.

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Evgeniy Volkov

Evgeny Volkov

Verified Expert
Math & Software Engineer, iGaming Expert

Over 10 years developing software for the gaming industry. Advanced degree in Mathematics. Specializing in probability analysis, RNG algorithms, and mathematical gambling models.

Experience10+
SpecializationiGaming
Status
Active