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Home / Golf Payout Calculator
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Golf Payout Calculator

Published onJuly 25, 2025 Updated onOctober 27, 2026 11:10 am

Running a golf event with a prize fund means deciding, before the first tee time, exactly what each finishing place is worth. This calculator splits any prize pool across any number of paid places using one transparent rule: descending weights, so first place gets the most and each place behind it gets a steady step less.

Golf Payout Calculator
One pool, descending weights, a dollar amount for every paid place.

Weights run from the winners count down to 1 and sum to a triangular number: 3 winners give a total weight of 6, 5 winners give 15, 10 winners give 55.

Quick Answer

A $1,000 pool paid over 3 places splits $500.00 to 1st, $333.33 to 2nd and $166.67 to 3rd. The weights are 3, 2 and 1 (total 6), so each place gets its weight over 6 of the pool. The calculator above is pre-filled with exactly this event: 20 players, a $1,000 pool and 3 winners.

Key takeaways

  • One rule covers every event size: weights count down from the number of winners to 1, and each place is paid weight ÷ total weight × pool.
  • The players count does not change a single payout. It only blocks the one impossible setup, more paid places than players.
  • First place in a 3-place split takes 50 percent. Pay more places and the winner share falls fast: 33.3 percent at 5 places, 18.2 percent at 10 places.
  • Per-place rounding to cents can leave the printed lines a cent off the pool. The exact shares always sum to the pool.
On this page
  • Quick Answer
  • How to use the Golf Payout Calculator
  • The descending-weight formula
  • Worked example and check runs
  • Choosing how many places to pay
  • What competing calculators miss
  • Frequently asked questions
  • Add This Calculator to Your Website
  • References

How to use the Golf Payout Calculator

Enter the field size, the pool and how many places get paid, then click Calculate. The full list of per-place amounts appears, with first place repeated as the headline figure.

  1. Enter the number of players: the whole field, not just the contenders. This is a guard rail only; it keeps the winners count honest and never changes an amount.
  2. Enter the total prize pool in dollars: the full amount available for places. If entry fees are still coming in, run the numbers on the guaranteed pool and re-run when the field closes.
  3. Enter the number of winners: how many finishing places get paid. Club events commonly pay roughly the top quarter of the field; the checks table below shows what 5 and 10 paid places do to the winner share.
  4. Read, copy or share the list: every paid place is shown to the cent. Reset restores the 20-player, $1,000, 3-winner worked example.

If the money question is what comes in rather than what goes out, a venue running putting or short-course events would pair this page with the mini golf revenue calculator, which works the takings side of a golf business.

The descending-weight formula

Each paid place gets a weight equal to its distance from the bottom of the payout list. With W winners, place 1 has weight W, place 2 has weight W − 1, and the last paid place has weight 1.

Payout for a place = (Weight of the place ÷ Total weight) × Total prize pool, where Total weight = W × (W + 1) ÷ 2.

That total is a triangular number, the same sum pattern catalogued in Wolfram MathWorld’s entry on triangular numbers: 1 winner gives 1, 3 give 6, 5 give 15, 10 give 55. Because the weights step down by exactly 1, the dollar amounts also step down evenly in share terms: in a 5-place split each place earns one fifteenth of the pool less than the place above it. An even step is the character of this method. It is gentler at the top than professional percentage tables, where the winner often takes 18 percent and second place drops to about 10.8 percent, and steeper than an equal split, where every paid place gets the same amount.

1st: $500
2nd: $333
3rd: $167

Bar lengths are the shares of the $1,000 pool in the worked example: 50.0, 33.3 and 16.7 percent.

Worked example and check runs

A club night has 20 players, a $1,000 pool and 3 paid places. Weights 3, 2, 1 sum to 6. First place: 3 ÷ 6 × $1,000 = $500.00. Second: 2 ÷ 6 × $1,000 = $333.33. Third: 1 ÷ 6 × $1,000 = $166.67. The three printed lines sum to exactly $1,000.00.

1. Weights: 3, 2, 1→ 2. Total weight: 6→ 3. Share: weight ÷ 6 × $1,000→ 4. $500.00 / $333.33 / $166.67

Two more runs, both reproducible in the calculator, show how the shape of the split changes as you pay more places:

Run1st2nd3rd4th5thLast paid
40 players, $5,000 pool, 5 winners$1,666.67$1,333.33$1,000.00$666.67$333.33$333.33 (5th)
36 players, $10,000 pool, 10 winners$1,818.18$1,636.36$1,454.55$1,272.73$1,090.91$181.82 (10th)

Read the 10-winner row carefully: the gap between consecutive places is a constant $181.82, one fifty-fifth of the pool. That even staircase is easy to explain at the prize table and easy to defend when someone asks why second place earned what it did.

Choosing how many places to pay

Paying more places spreads the money thinner at the top and keeps more of the field in the money. There is no official ratio, but the pattern behind most club payout sheets is visible in the formula: the winner share is W ÷ (W(W+1)/2), which simplifies to 2 ÷ (W + 1). Three places pay the winner one half of the pool, 5 places pay one third, 9 places pay one fifth.

  • Small friendly fields (under 16 players): 3 paid places keep the prizes meaningful and the arithmetic trivial.
  • Club competitions (16 to 60 players): 5 to 8 places reward the leading group without turning the last payout into pocket change.
  • Large opens: professional events pay 70 or more places from percentage tables set by the tour. This calculator still works, but at that scale a published tour table, not a weight staircase, is the document players will expect.

Fixed-ratio splits are the cousin of this method outside golf: a 70-30 commission split calculator divides one amount between two parties by a set ratio, while this page divides one amount across many places by a weight staircase. Where a split has to flex with changing contributions rather than fixed places, the dynamic equity split calculator covers that variable-weight case.

What competing calculators miss

Golf payout tools cluster into three camps, and each one answers a narrower question than an organizer actually has:

  • CalculatorUltra: a single-percentage tool: purse times one percentage gives one player’s payout. Correct arithmetic, but you run it once per place and still need a percentage table from somewhere else.
  • CalculatorsHub: the broadest rival, covering percentage tables, a 1-in-4 ratio method and skins, with a proper tie formula. Its weakness is the opposite of focus: three methods on one page, and none of them is the simple descending-weight split a small event can explain in one sentence.
  • SavvyCalculator: builds the pot from entry fees with a house cut, then splits the net pot equally among the places. Equal splits are easy, but they pay third place the same as the winner, which most fields will not accept.
  • Disc golf payout tools (Calculator.city): structure choices including equal split and custom percentages, aimed at disc golf divisions and merchandise values. Custom percentages shift the work back to you: the percentages must be invented and must sum to 100 before the tool helps at all.
  • PGA-style guides (MerchantCircle): accurate about tour practice (winner near 18 percent, ties averaged over the places covered), but they describe a fixed tour table rather than giving a small organizer a rule that scales to any pool and any field.
  • The gap this page fills: one rule, stated in full, that produces the whole payout list for any pool and any number of places in a single run, with the players field honestly labelled as a check rather than dressed up as part of the math.

Frequently asked questions

It gives each paid place a descending weight: with 3 winners the weights are 3, 2 and 1, they add to 6, and each place is paid its weight divided by 6, times the pool. First place always gets the largest share and the last paid place the smallest, with a steady step between places.

No. The players field never enters the payout math. It is only a check: the calculator refuses the run when the number of winners is larger than the number of players. Two events with the same pool and the same number of winners get identical payouts, whether 20 or 200 people played.

They are not handled automatically. If two players tie for second, add the second and third place amounts the calculator shows and split that total evenly between them, the standard payout practice for ties. The calculator itself pays one amount per finishing place.

Each place is rounded to the nearest cent on its own line. With several places, those roundings can leave the printed lines a cent above or below the exact pool. The unrounded shares always add to the pool exactly.

The single weight is 1 and the total weight is 1, so first place receives the entire pool. Winner-take-all is the one-winner case of the same formula, not a separate mode.

Not in this tool. The weights are fixed by the finishing order: place 1 gets the winners count as its weight, and each later place gets one less. For a 5-winner event that produces shares of about 33.3, 26.7, 20, 13.3 and 6.7 percent, which is close to many hand-built percentage tables but not identical to any particular one.

The fields are read as integers, so blank and non-numeric entries behave in specific ways: a blank pool or a blank winners count produces an empty result, while a non-numeric players entry is ignored by the checks and the payout is still calculated from the pool and winners. Entering real numbers in all three fields avoids every one of these edge cases.

For a team event, yes: enter the number of teams as the players and the number of paid teams as the winners, then split each team amount among its members yourself. For a skins game, no: skins pay per hole won, often with carryovers, which is a different structure from a finishing-place split.

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References

  1. Weisstein, Eric W., Wolfram MathWorld. Triangular Number. Accessed October 21, 2026.
  2. Weisstein, Eric W., Wolfram MathWorld. Arithmetic Series. Accessed October 21, 2026.
  3. Encyclopaedia Britannica. Golf (sport). Accessed October 21, 2026.
  4. The R&A. Rules of Golf. Accessed October 21, 2026.
  5. United States Golf Association. Rules Hub. Accessed October 21, 2026.

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