Ticket Price Calculator Widget
Price tickets from the numbers that matter: fixed costs, the cost of each attendee, ticketing fees, expected attendance and the profit you want. The widget returns the ticket price, how many tickets break even, and the profit and break-even point at any price you want to test.
Live preview
Under the widget on your page: Powered by A2Z Tools
Embed code
<iframe src="https://a2z.tools/embed/w/ticket-price-calculator" title="Ticket Price Calculator by A2Z Tools" width="100%" height="780" style="border:0;width:100%" loading="lazy" allow="clipboard-write"></iframe>
A plain iframe. Works everywhere, including site builders that strip scripts. Adjust height if your content needs more room.
<div data-a2z-widget="ticket-price-calculator" data-height="780"></div> <script async src="https://a2z.tools/embed.js"></script>
Adds a small script (what it does) that sizes the widget to fit its content, loads it lazily and keeps it isolated from your page's CSS.
Works with
How it works
Every ticket has to cover three things: a share of the fixed costs, the cost of the person holding it, and its share of the profit target. With 5,000 of fixed costs, a 2,000 profit target, 300 expected attendees and 10 of cost per attendee, the organiser needs 7,000 / 300 + 10 = 33.33 from every ticket. Ticketing platforms take a percentage plus a fixed amount. If the organiser absorbs them, the ticket price must be grossed up: (33.33 + 0.99) / (1 - 0.035) = 35.57. If fees are passed on, the face price is 33.33 and the buyer pays it plus 3.5% and 0.99 on top. Break-even attendance is fixed costs divided by what each ticket leaves after fees and attendee cost - 215 tickets at 35.57. Testing a 40.00 price shows 3,283 profit at 300 tickets and a break-even of 182, and a warning appears when break-even exceeds expected attendance or a price cannot cover its own fees.
Calculation method
- Needed per ticket N = (fixed costs + target profit) / attendance + cost per attendee
- Fees absorbed: price = (N + fixed fee) / (1 - fee %); fees passed on: face price = N, buyer pays N x (1 + fee %) + fixed fee
- Margin per ticket = net received after fees - cost per attendee
- Break-even tickets = ceiling(fixed costs / margin); profit = attendance x margin - fixed costs
Worked examples
Fees absorbed
Inputs: Fixed 5,000; 10 per attendee; 300 attendees; 2,000 target; 3.5% + 0.99 fees
Result: Ticket price 35.57; break-even 215 tickets
Each ticket must leave 33.33 after fees.
Testing a 40.00 price
Inputs: Same event; price 40.00
Result: Profit 3,283; break-even 182 tickets
40 x 0.965 - 0.99 - 10 = 27.61 margin per ticket.
No fees, no profit target
Inputs: Fixed 1,000; 5 per attendee; 100 attendees
Result: Ticket 15.00; break-even 100 tickets
Covering costs exactly.
An illustration for planning, not financial or tax advice.
Limitations
- Assumes one ticket price; tiered, early-bird and complimentary tickets need a weighted average price.
- Sponsorship, bar and merchandise income are not included - subtract them from fixed costs to model them.
- Refunds and chargebacks are not modelled.
Where publishers use it
- A community-theatre group pricing its season
- A meetup or conference organiser's planning guide
- A music promoter's blog on booking a first show
- A ticketing platform's help page explaining absorbed versus passed-on fees
- A school fundraising committee planning a gala dinner
Questions
Should I absorb ticketing fees or pass them on?
Passing fees on keeps the advertised price lower but surprises buyers at checkout; absorbing them gives one clear price but you must charge more to keep the same income. At a 3.5% plus 0.99 fee, a 33.33 net ticket is either 35.57 all-in or 33.33 plus 2.16 in fees.
What does break-even attendance mean?
The number of tickets at which income after fees exactly covers fixed costs and per-attendee costs, with zero profit. Below it the event loses money. At a 40.00 price, each ticket leaves 27.61 after fees and the 10 attendee cost, so 5,000 of fixed costs need 182 tickets.
Why is break-even rounded up?
You cannot sell part of a ticket. 5,000 / 23.33 = 214.3 tickets, so the 215th ticket is the first that puts the event in the black.
Are some fees charged on the total price?
Yes. Some platforms calculate their percentage on the buyer's total including the fee, which makes the fee slightly higher. This widget charges passed-on fees on the face price; check your platform's terms.
How do early-bird and VIP tiers fit in?
Use the weighted average price. If 100 early-bird tickets sell at 30, 150 standard at 40 and 50 VIP at 75, the average is (3,000 + 6,000 + 3,750) / 300 = 42.50; enter that in the price check. Tiered pricing rewards commitment early, which also gives the organiser cash for deposits and a better attendance forecast.
Does it include sales tax or VAT?
No. Where tickets carry VAT or sales tax, add it to the price or treat it as a further percentage fee, depending on whether your advertised prices must include tax.
Cite or recommend this tool
If you reference this tool in an article, course or documentation, these formats are ready to copy. They are optional - nothing is added to your site unless you paste it.
A2Z Tools Ticket Price Calculator https://a2z.tools/embed/ticket-price-calculator
<a href="https://a2z.tools/embed/ticket-price-calculator">A2Z Tools Ticket Price Calculator</a>
[A2Z Tools Ticket Price Calculator](https://a2z.tools/embed/ticket-price-calculator)
Ticket Price Calculator by A2Z Tools - https://a2z.tools/embed/ticket-price-calculator
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