Rent increase calculator
Put your current rent, increase percent and months in: a $1500 rent rising 4% becomes $1560 a month — $60 more a month, $720 more over 12 months.
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On the defaults — a $1500 monthly rent rising 4% over 12 months — the rent increase is $60 a month, the new rent is $1560 a month, and the extra over the period is $720. This is the rent increase tool: multiply the current rent by the percent for the extra a month, add it for the new rent, and multiply by the months for the total — a rise guessed from the new rent alone tells you nothing until the percent behind it is known.
Put your current rent, increase percent and months in: a $1500 rent rising 4% becomes $1560 a month — $60 more a month, $720 more over 12 months.
It means a household paying $1500 a month that faces a 4% rise pays $60 extra every month, $1560 in all each month, and $720 extra across the 12 months the higher rent runs. The current rent sets the base, the percent sets the extra, and the months set only the total: a longer period never changes the monthly increase, only how many times it is paid. The only judgement is the percent — 4% is a planning rise, and the percent that settles the year is the one written in the renewal notice, not the one remembered from last year’s letter.
| Output | Formula | What it means |
|---|---|---|
| New monthly rent | current rent × (1 + percent ÷ 100) | $1560 — $1500 × 1.04. |
| Increase per month | new rent − current rent | $60 — $1560 − $1500. |
| Extra over the period | increase × months | $720 — $60 × 12. |
First, check the current rent honestly: $1500 must be the rent itself, not the rent plus parking, storage, or a pet fee — a percent applied to a bundled figure overstates the rise on the rent and understates it nowhere. Second, check the percent against the notice, not a memory: a renewal letter states the new rent or the percent, and the percent to enter is the one that turns the old rent into the new rent, worked backwards if the letter gives only the new figure. Third, check the months against the lease term: 12 months suits a one-year renewal, while a month-to-month tenancy or a six-month renewal needs its own count — a year of extra rent counted on a six-month lease doubles the real total.
$1500 a month, 4%, 12 months. New rent: $1500 × (1 + 4 ÷ 100) = $1500 × 1.04 = $1560. Increase: $1560 − $1500 = $60 a month. Total over the period: $60 × 12 = $720. In practice that means a 4% rise on a $1500 rent costs the household $60 extra every month — the number to check against the renewal notice, and the $720 figure to use when deciding whether to renew, renegotiate, or move.
With an $1800 rent instead of $1500, the increase rises to $72 a month — $1872 a month, $864 over 12 months. With a 6% rise instead of 4%, the increase rises to $90 a month — $1590 a month, $1080 over 12 months. With 6 months instead of 12, the increase stays $60 a month but the total over the period falls to $360. With a 2% rise instead of 4%, the increase falls to $30 a month — $1530 a month, $360 over 12 months.
The rent behind $60 is $1500: at $1200 the increase is $48 a month ($1248 a month, $576 over 12 months); at $1800 it is $72 a month ($1872 a month, $864 over 12 months). The percent behind $60 is 4%: at 2% the increase is $30 a month ($1530 a month, $360 over 12 months); at 6% it is $90 a month ($1590 a month, $1080 over 12 months). The months behind $60 are 12: at 6 months the increase is still $60 a month but the total is $360; at 24 months it is still $60 a month but the total is $1440 — the months never touch the monthly increase, only the total.
The defaults assume a $1500 monthly rent rising 4% for a full 12 months, with no fees, no mid-term change, and no rent control cap. They do not assume a bundled rent that includes parking or utilities, a stepped increase inside the term, or a local cap that limits the rise — a capped city, a bundled bill, and a two-step renewal all need their own percent and their own months, never the defaults borrowed.
The arithmetic is exact for the inputs entered; the judgement is the current rent and the percent. Real renewals bundle fees, cap rises, step increases inside a term, and round the new rent to whole dollars — so treat $60 as the planning increase for a $1500 rent at 4%, and check it against the signed renewal before quoting it to anyone else.
Bright Side Kit, “Rent Increase Calculator: New Rent $1560 After 4% Rise”, https://brightoolbox.com/rent-increase-calculator/, accessed 3 November 2026. Students and researchers: cite the calculator name, the page URL and the date you used it, and quote the defaults ($1500 a month, 4%, 12 months) so the result can be checked.
$60 a month: $1500 × 4 ÷ 100 = $60, so the new rent is $1560 a month, and the extra over 12 months is $720.
Multiply the current rent by one plus the percent over 100: $1500 × 1.04 = $1560. The percent over 100 is the rise itself, and the one in front of it keeps the original rent in the answer.
Subtract the old rent from the new rent, divide by the old rent, and multiply by 100: ($1560 − $1500) ÷ $1500 × 100 = 4%. That is the check to run on any renewal letter that gives only the new figure.
No: the months move only the total over the period. A $60 increase is $60 a month whether it runs 6 months ($360 in all) or 24 months ($1440 in all).
Then separate them first: apply the percent to the rent alone, because a rise on the rent is not a rise on the parking fee unless the notice says so. A bundled figure fed to the calculator overstates the rent rise.
No: a flat $50 rise is $50 whatever the rent, while a 4% rise is $60 on $1500 and $72 on $1800. Percent rises grow with the rent, which is why dear flats feel rises more even at the same percent.