Housing · commute · time · location

Hidden cost of location calculator

Type two rents, a commute-day cost, and minutes there and back. Rent 2800 versus 3600, 90 versus 35 minutes, and 50 an hour give about 16790 net a year against the cheaper address. Without a time value the same pair can still save cash.

A net estimate of two addresses, not a home appraisal. Commute: commute cost. Office: office-day cost.

Lower rent or a cheaper price tag can look great at first glance. But if everything else: work, the store, school, the doctor, every errand: is farther away, that housing saving can disappear surprisingly fast. This calculator helps you compare the trade-off in a simple way.

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Compare two locations

Housing / rent
Work commute
Everyday errands / services

In the base model, these extra trips are assumed to belong mainly to the current, less convenient location.

Car / transport

I mostly rely on:

Does your current location require a second car?

Value of time

Do you want to include the value of your time?

Horizon

Show the cost over:

Result

Fill in both locations, then click Calculate.

How this estimate works

Two addresses: current and better located. Rent 2800 versus 3600 is 800 a month, 9600 a year, if you stay. Commute days are times 52. 5 days is 260 trips. 25 versus 8 a day is 4420 of commute gap. Extra 4 weekly trips at 15 are 3120. Cash alone is 7540 versus 9600 of rent saving: without time, the cheaper address still wins by 1460.

Minutes: 90 versus 35 is 55 minutes a day times 260, plus 4 trips at 40 minutes times 52. Together about 377 hours. At 50 an hour that is 18850. The current-address penalty rises to 26390. Net about 16790 against the cheaper home once time enters the sum.

A second car at 600 a month, in full, is 7200 a year and often outweighs the rent gap itself. “Partly” takes half. Transit instead of a car: type a pass spread over a commute day. Rents 2900 and 3050 on short trips sit near zero before you multiply years.

The model puts extra trips (shops, school, evenings) mainly on the weaker location. A month, year, 5-year, or 10-year horizon multiplies the gap. 10 years at 130 minutes and a second car at 800 makes a large rent saving look fragile.

Fields: two rents, days per week, two daily costs, two round-trip times, extra trips, their cost and time, car or transit, a second car, an optional hour, and a horizon. A comma and a period both parse. Hour off leaves cash only.

There is no resale market, noise, or school score here. Sometimes the cheaper address still wins. Sometimes the commute eats the rent. When you quote a result, say whether you priced an hour. One trip’s rhythm lives on the commute-cost page.

What this calculator shows

  • It weighs your housing savings against commute and extra travel costs.
  • It counts the time you lose to commuting and everyday trips.
  • It shows whether the cheaper location still leaves you with a real net saving.
  • It helps you see when “cheaper” really just means “farther away”.

How to read the result

  • If the net cost is positive, the cheaper location is costing you more in practice.
  • If the result is negative, the location still leaves you with a net saving.
  • Small recurring costs usually matter more than one-off expenses.

What usually makes a poorer location expensive

  • a longer commute,
  • more trips for everyday errands,
  • greater dependence on a car,
  • the need for a second car,
  • time that disappears a little every week.

Assumptions and limits

  • This is a simplified comparison model, not a full urban planning analysis.
  • The calculator isn’t judging neighborhoods or people: it just compares the cost of daily life in two different spots.
  • In the base model, extra everyday trips are assumed to belong mainly to the current, less convenient location.
  • The result depends on your own numbers. It’s meant to help you decide, not to be perfectly precise.

How to use

  1. Type monthly housing at the current and the better-located home, for example 2800 and 3600.
  2. Add commute days per week plus daily cost and round-trip minutes from both addresses: 5 days, 25 vs 8, 90 vs 35 min.
  3. Add extra weekly trips, their cost, and their time: 4 trips, 15, 40 min.
  4. Choose car, transit, or a mix. Turn on a second car and an hourly value if you want them in the sum: car, no second car, 50 an hour, year horizon.
  5. Click Calculate. With time, net is about 16790 against the cheaper address. Without the hour, the same pair still saves about 1460.

Rent, commute, and the address gap

Two-address balance: rent gap minus commute, extra trips, and time. 2800 vs 3600, 90 vs 35 min, and 50 an hour give about 16790 net.

rent
Current and new monthly rent. 2800 vs 3600 is 9600 of saving a year before commute lands.
commute
Minutes there and back plus a day cost. 90 vs 35 min at 50 an hour eats that rent saving.
address
The cheaper address wins about 1460 in cash if you leave time off. At 50 an hour the net turns against it.

Example profiles

Example 1

  • Rent 2800 vs 3600
  • 90 vs 35 min
  • Hourly value 50

commute ≈ eats part of the rent gap

Lower rent gives a saving, but 90 minutes and 25 a day come out hard in the net.

Example 2

  • Rent 2200 vs 3200
  • Second car 600
  • 5-year horizon

car ≈ outweighs the rent saving

A monthly second-car cost comes out larger than the rent gap in this set.

Example 3

  • Rents close
  • Fares 12 vs 6
  • No hourly rate

≈ a small net gap

When rents are close and you ride transit, the net stays thin and hours sit beside it.

Example 4

  • Rent 2400 vs 3100
  • Transit, 80 vs 25 min
  • Rate 40

time ≈ a large share of the net

The pass is cheap, but 80 minutes times the rate gives a larger line than the fare itself.

Example 5

  • 2 commute days
  • Car and transit mix
  • Partial second car

≈ less weight on the trip

Two days a week give the commute less say, so the rent saving is easier to keep in the net.

Example 6

  • Rent 2000 vs 3500
  • 130 min, second car 800
  • 10 years

travel ≈ eats the rent win

A large housing saving looks fragile when commute, extra trips, and a car run for a decade.

Example 7

  • 2900 vs 3050
  • Small minute gap
  • Month horizon

≈ near-zero net

A tiny rent gap and short trips give a net near zero before you multiply years.

Example 8

  • 2500 vs 2700
  • 75 vs 35 min
  • Rate 45

minutes ≈ matter more than 200 rent

Two hundred of rent gap comes out smaller than time on the longer trip over five years.

FAQ

What is the net at 2800 vs 3600, 90 vs 35 min, and 50 an hour?

Rent saving 9600 a year. Commute, extra trips, and time about 26390. Net about 16790 against the cheaper address.

What if I leave time off?

Commute and extra-trip cash is 7540 versus 9600 of rent saving. The cheaper address wins by about 1460 a year.

Why days times 52, not 46?

This calculator multiplies the week by 52. The commute-cost page uses weeks you type, often 46.

How is a second car counted?

The full monthly figure times 12, or half if you pick “partly.” 600 a month is 7200 a year and often eats the rent gap.

Do extra trips apply to both addresses?

No. The model puts them on the current, weaker location: shops, school, evenings.

Is this a home appraisal?

No. It is rent, commute, extra trips, an optional car, and time. No resale market and no mortgage quote.

What about close rents 2900 and 3050?

A small housing gap and short trips sit near zero before you add years or an hour.

How do I type transit?

Pick public transport and spread a pass over a commute day. A mix works the same: an average day cost.

Why a 10-year horizon?

It multiplies the net gap. A large rent saving at 130 minutes and a second car at 800 looks fragile over a decade.

How is this different from commute cost?

That page is one trip and a day compare. Here two addresses, extra trips, and an optional second car versus a rent gap.

Knowledge sources

Commute or subscription cost is a sketch from your numbers, not life advice.

Page updated in 2026.