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Subway vs driving calculator
Put your days, subway fare, miles, mileage rate and parking in: 20 days at $3.00 subway cost $60.00 vs $450.00 driving.
★ COMPARISONS · COMMUTE · SUBWAY VS DRIVING
Subway vs Driving Commute: $60.00 vs $450.00 a Month
On the defaults — 20 commuting days at $3.00 a day on the subway against 25 miles at $0.70 a mile plus $5.00 parking driving — the subway costs $60.00 a month and driving costs $450.00, so driving costs $390.00 more. This is the SUBWAY version — a flat subway fare against the driving model — the bus-vs-driving page is the BUS version — a flat bus fare against the same driving model; the train-vs-driving page is the TRAIN version — a rail fare against the same driving model; the moped-vs-driving page is the MOPED version — a fuel two-wheeler against the same driving model; and the e-bike-vs-driving page is the E-BIKE version — an electric ride against the same driving model.
What does $60.00 vs $450.00 mean?
It means that riding the subway to work for 20 commuting days, at $3.00 a day, costs $60.00 for the month, while driving the same 20 days — 25 miles a day at $0.70 a mile plus $5.00 parking — costs $450.00, so driving costs $390.00 more. The break-even fare is the whole story in miniature: at $22.50 a day, the subway costs exactly the same as driving, because 20 days at $22.50 are $450.00. Below that daily fare the subway wins, and above it driving wins, which is why the daily fare is the number to watch as ticket prices, caps and passes move. The part people get wrong is entering a single ticket price where a pass is what they actually buy: a monthly pass divided by commuting days is the daily fare, and a single-ticket price entered for a pass holder overstates the subway side by the pass saving times days. The other part people get wrong is forgetting parking: parking alone is $100.00 of the $450.00 driving figure, so a free-parking commute would make driving $350.00, not $450.00, and the gap would shrink to $290.00.
Three things to check before you trust the number
Is $3.00 a day really the fare you pay? Three dollars a day is the round-trip fare on a commuting day, whether it is a single ticket, a capped fare or a pass averaged per day, and it is the figure the whole comparison turns on: the $5.00-fare branch totals $100.00 against the $60.00 headline, so a $2.00 fare rise is $40.00 a month. If you hold a monthly pass, divide the pass price by the days you actually ride — a pass used on 20 days is a different daily fare from the same pass used on 12 — and a daily fare that covers only one direction understates the subway side by half.
Does the driving side include everything? The driving side here is miles times the mileage rate plus parking, which rolls fuel, wear and depreciation into $0.70 a mile. If your car is cheap to run, the mileage rate may be lower, and the 15-mile branch costs $310.00 driving against the $450.00 headline, so a shorter commute closes the gap fast. Tolls are not in this model at all: a tolled commute adds tolls times days to the driving side, and that addition alone can exceed the whole subway gap.
Can you actually ride the subway every day? The model assumes the same 20 days on both sides, but service, strikes and station distance set a hard limit that money does not: a station a long walk or bus ride away adds time and possibly a second fare, and every missed subway day is a driving day instead. The 10-day branch shows the shape: 10 subway days cost $30.00 against $225.00 driving, so a mixed month needs the two patterns priced separately and added — a single 20-day figure on both sides overstates the saving for a part-time rider.
Worked example
On the defaults: 20 commuting days, $3.00 subway fare a day, 25 round-trip miles, $0.70 a mile, $5.00 parking a day.
- Subway total: 20 × $3.00 is $60.00.
- Driving per day: 25 × $0.70 + $5.00 is $22.50 a day.
- Driving total: 20 × $22.50 is $450.00.
- Gap: $450.00 − $60.00 is $390.00 — driving costs $390.00 more.
And the other way: the subway fare behind $60.00 is $3.00 a day, the round-trip miles behind $450.00 are 25 miles, and the parking behind $450.00 is $5.00 a day. At a $22.50 daily subway fare the two sides are exactly even.
Every branch, checked
- 10 commuting days, same subway fare and driving costs: 10 commuting days, same subway fare and driving costs: Subway $30.00 vs driving $225.00 — driving costs $195.00 more.
- $5.00 subway fare, 20 days: $5.00 subway fare, 20 days: Subway $100.00 vs driving $450.00 — driving costs $350.00 more.
- 15 round-trip miles, 20 days: 15 round-trip miles, 20 days: Subway $60.00 vs driving $310.00 — driving costs $250.00 more.
- $10.00 parking a day, 20 days: $10.00 parking a day, 20 days: Subway $60.00 vs driving $550.00 — driving costs $490.00 more.
The reverses, worked backwards
- Subway fare behind $60.00 subway: $3.00 a day — at $3.00 a day the figures are Subway $60.00 vs driving $450.00 — driving costs $390.00 more.; at the lower neighbor the figures are Subway $40.00 vs driving $450.00 — driving costs $410.00 more.; at the upper neighbor the figures are Subway $80.00 vs driving $450.00 — driving costs $370.00 more..
- Round-trip miles behind $450.00 driving: 25 miles — at 25 miles the figures are Subway $60.00 vs driving $450.00 — driving costs $390.00 more.; at the lower neighbor the figures are Subway $60.00 vs driving $380.00 — driving costs $320.00 more.; at the upper neighbor the figures are Subway $60.00 vs driving $520.00 — driving costs $460.00 more..
- Parking behind $450.00 driving: $5.00 a day — at $5.00 a day the figures are Subway $60.00 vs driving $450.00 — driving costs $390.00 more.; at the lower neighbor the figures are Subway $60.00 vs driving $350.00 — driving costs $290.00 more.; at the upper neighbor the figures are Subway $60.00 vs driving $550.00 — driving costs $490.00 more..
What the defaults assume
The defaults are 20 commuting days, a $3.00 daily subway fare, 25 round-trip miles, a $0.70 mileage rate and $5.00 daily parking, so the headline is a full-time commuter choosing between the subway and driving alone. The model is two multiplications and a subtraction: subway is days times the daily fare, driving is days times miles times mileage plus parking, and the gap is driving minus subway. The fare reverse is checked at $1.00 either side, because $1.00 on 20 days is $20.00; the miles reverse is checked at 5 miles either side, because 5 miles at $0.70 on 20 days is $70.00; the parking reverse is checked at $5.00 either side, because $5.00 on 20 days is $100.00. The model does not include a second fare to reach the station, insurance, licensing, tolls, service-lost subway days, or the value of time spent driving versus riding — price those separately.
Output · formula · meaning
| Output | Formula | What it means |
|---|---|---|
| Subway total | days × subway fare per day | $60.00 — 20 × $3.00. |
| Driving per day | miles × mileage rate + parking | $22.50 — 25 × $0.70 + $5.00. |
| Driving total | days × driving per day | $450.00 — 20 × $22.50. |
| Gap | driving total − subway total | $390.00 — $450.00 − $60.00. |
| Break-even subway fare | miles × mileage rate + parking | $22.50 — the daily fare at which both sides are exactly even. |
| Subway fare behind a target total | target total ÷ days | $3.00 — $60 ÷ 20. |
| Miles behind a target driving total | (target ÷ days − parking) ÷ mileage rate | 25 miles — ($450 ÷ 20 − $5.00) ÷ $0.70. |
| Parking behind a target driving total | target ÷ days − miles × mileage rate | $5.00 — $450 ÷ 20 − 25 × $0.70. |
| 10 commuting days, same subway fare and driving costs | same model | Subway $30.00 vs driving $225.00 — driving costs $195.00 more. |
| $5.00 subway fare, 20 days | same model | Subway $100.00 vs driving $450.00 — driving costs $350.00 more. |
| 15 round-trip miles, 20 days | same model | Subway $60.00 vs driving $310.00 — driving costs $250.00 more. |
| $10.00 parking a day, 20 days | same model | Subway $60.00 vs driving $550.00 — driving costs $490.00 more. |
| Subway fare behind $60.00 subway | reverse | $3.00 a day: Subway $60.00 vs driving $450.00 — driving costs $390.00 more. |
| Round-trip miles behind $450.00 driving | reverse | 25 miles: Subway $60.00 vs driving $450.00 — driving costs $390.00 more. |
| Parking behind $450.00 driving | reverse | $5.00 a day: Subway $60.00 vs driving $450.00 — driving costs $390.00 more. |
| 0 commuting days | same model | Subway $0.00 vs driving $0.00 — exactly even. |
| Negative commuting days | same model | Commuting days — 0 or more. |
| Negative subway fare | same model | Subway fare — $0 or more. |
| $22.50 subway fare, 20 days | same model | Subway $450.00 vs driving $450.00 — exactly even. |
Who uses this
- A commuter weighing the subway for work — 20 days at $3.00 are $60.00 against $450.00 driving, with the break-even fare showing exactly how high the daily fare can rise before driving wins.
- A subway rider costing a pass — the $5.00-fare branch shows what the month looks like if the fare rises or the pass is used on fewer days.
- An employer costing parking demand — the branches show whether subsidising parking or supporting transit moves the comparison more on their own commute pattern.
- Anyone comparing commute options — the same driving model runs through the bus, train, moped, e-bike and walking pages, so options compare like for like.
Accuracy & limitations
Figures are the model’s own arithmetic on the numbers you type, computed from unrounded values and displayed rounded HALF_UP to 2dp. The main limitation is the inputs, not the arithmetic: the daily fare bundles tickets, caps and passes into one figure, the mileage rate bundles fuel, wear and depreciation into another, and tolls, insurance, licensing, service-lost days and the time cost of either option are not modelled at all. This page is a calculation tool, not transport advice.
Cite this calculator
20 days subway at $3.00 a day costs $60.00 vs $450.00 driving 25 miles at $0.70 a mile plus $5.00 parking: driving costs $390.00 more. Source: Bright Side Kit, https://brightoolbox.com/subway-vs-driving/, accessed 29 October 2026.
Frequently asked questions
What does the $3.00 a day subway fare cover?
The round-trip fare on a commuting day: a single ticket, a capped fare, or a monthly pass averaged per day you actually ride. It does not include a second fare to reach the station — a bus to the subway is a separate fare, and leaving it out understates the subway side by that fare times days.
What is the break-even subway fare?
The daily fare at which subway and driving cost exactly the same: $22.50 a day on these defaults, because 20 days at $22.50 are $450.00, the driving total. Below $22.50 the subway is cheaper; above it driving is cheaper; at $22.50 exactly the two sides tie.
Why is parking such a big part of the driving figure?
Because it is paid every day: $5.00 a day over 20 days is $100.00, more than a fifth of the $450.00 driving total. Free parking would cut driving to $350.00 and shrink the gap to $290.00, which is why the parking branch and reverse are checked separately.
What if I only ride some days?
Then price the two patterns separately: subway days at the daily fare, driving days at the driving rate, and add them. The 10-day branch shows the shape — 10 subway days cost $30.00 — but a mixed month is two calculations, not one 20-day figure on both sides.
Are tolls included?
No: tolls are not in either side of this model. If your drive is tolled, add tolls times days to the driving side; tolls can exceed the whole $390.00 gap on a tolled route, which is why a tolled commute should never be compared without them.
How do I turn a monthly pass into a daily fare?
Divide the pass price by the days you actually ride that month, not by the calendar days in the month. A $60.00 pass used on 20 days is $3.00 a day; the same pass used on 12 days is $5.00 a day, which is exactly the $5.00-fare branch — the pass only saves money on the days it is used.