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Manage Your Finances

Personal Finance Calculators

Tools for planning your money. Defaults reflect a typical reader β€” change any input and shared values sync across every calculator on this page.

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FI Foundation

When can I retire?

Your savings rate combined with time is the single number that determines when you reach financial independence. This calculator projects when your portfolio will cross 25× your annual spending β€” your FI target β€” and shows how much sooner you'd get there if you cut monthly spending. Money you stop spending is money you start investing, so a small cut moves the target closer and increases what you contribute toward it. Income is entered pre-tax; the calculator estimates federal, FICA, and state taxes behind the scenes to derive your annual savings.

Age 35
Current portfolio $540,000
Annual spending $88,000
Household income (pre-tax) $130,000
Expected real return 7%
Cut monthly spending by $0/mo
Est. take-home $101,000 Β· Annual savings $13,000 Β· Savings rate 10% of gross
FI Target
$1.45M
Years to FI
12.4
Retirement age
47
Current trajectory FI target

Real (inflation-adjusted) returns. Tax estimate assumes married filing jointly, 2024 federal brackets with the standard deduction, 7.65% FICA, and a 5% state placeholder. Annual savings equals estimated take-home minus annual spending. Social Security is intentionally excluded here β€” it's modeled separately in the Social Security calculator below.

Should I move cities?

Where you live is the largest line item in most household budgets β€” housing, taxes, daily costs, even the price of a gallon of milk vary wildly by metro. A move can either accelerate your path to FI by lowering spending and increasing what you save, or push it back if you're trading up to somewhere with a higher cost of living. Pick your current city and explore real US metros β€” each dot's position shows the FI impact of relocating there. Income is held constant; the moving cost comes out of your starting portfolio.

Age 35
Current portfolio $540,000
Annual spending (current city) $88,000
Household income (pre-tax) $130,000
Expected real return 7%
Current city β€”
Desired city β€”
One-time moving cost $5,000
Where could I actually move?

City decision space

Each dot is a real US city with plausible cost-of-living adjustments to your spending. Click a city to make it your desired destination.

β€”
β€” /yr
Years to FI
β€”
vs. current
β€”
Annual savings change β€” Β· FI target change β€”

Cost-of-living indices are rough metro-area averages (national average = 100). Equivalent spending in a new city = your current spending Γ— (new city index / current city index). Income is assumed to stay constant (e.g., remote work). The moving cost is subtracted from your starting portfolio in the move scenario.

Should I take a Sabbatical?

The standard retirement script β€” forty years of work, then twenty-five of leisure β€” assumes the meaningful experiences happen at the end. A sabbatical inverts that bet: take a stretch off now, while you have your health and your kids are young, and pay for it with a slightly later FI date. This calculator measures the trade for any length from one month up to two years. How many extra months of work does a real sabbatical actually cost? Often less than people fear.

Age 35
Current portfolio $540,000
Annual spending $88,000
Household income (pre-tax) $130,000
Expected real return 7%
Take sabbatical in 5 yrs
Sabbatical length 12 mo
Net cost over sabbatical $50,000
Starts at age 40 Β· Foregone savings $13,000
Years to FI Β· no sabbatical
β€”
Years to FI Β· with sabbatical
β€”
Cost (extra time to FI)
β€”
No sabbatical With sabbatical Time off FI target

The sabbatical year contributes nothing to savings and withdraws the listed cost from your portfolio. The cost should reflect actual spending during the year off (rent, food, travel) net of any income. Assumes a return to current household income afterward.

Compound Interest

What do my subscriptions really cost?

A $15 streaming charge feels harmless on its own, but every monthly subscription is a small hole in the bottom of your savings bucket. The real price is not what you pay β€” it's the wealth those dollars would have built if invested instead. This calculator adds up your subscriptions and shows the true lifetime cost: what you'll pay plus the growth you'll forgo by spending instead of investing. Edit the list to match your own.

Expected real return 7%
Time horizon 30 yrs
Your monthly subscriptions
Paid out of pocket
β€”
Foregone growth
β€”
True lifetime cost
β€”
Over the next 30 years
$0/mo becomes a $0 decision.
What you'll pay Foregone growth
By subscription

Foregone growth assumes each monthly payment is invested instead at the expected real (inflation-adjusted) return, compounded monthly. True cost is the future value of those payments β€” the portfolio you would have had if you'd never subscribed. Subscription prices are real-dollar amounts; price hikes that track inflation are already reflected.

How much do fees eat from my returns?

A 1% expense ratio sounds like a rounding error β€” until you watch it run for thirty years. Fund fees are charged on your entire balance every year, so as your portfolio grows, the dollar amount the fund skims off grows with it. The same percentage that takes $100 in year one quietly takes thousands per year by retirement. This calculator compares two funds with identical performance and only one difference: their expense ratio. The gap is what the higher-fee fund is silently taking out of your future.

Current portfolio $540,000
Expected gross return 7%
Monthly contribution $1,000/mo
Time horizon 30 yrs
Low-cost fund expense ratio 0.05%
High-cost fund expense ratio 1.00%
Net return Β· low-cost 6.95% Β· Net return Β· high-cost 6.00% Β· Annual contribution $12,000
Final wealth Β· low-cost
β€”
Final wealth Β· high-cost
β€”
Wealth lost to fees
β€”
Low-cost fund High-cost fund Wealth eaten by fees

Expected gross return is the market return before fees. Net return = gross return minus expense ratio, applied annually to the entire balance. Both scenarios receive the same monthly contribution and start with the same portfolio. Real (inflation-adjusted) figures β€” this is the dollar gap in today's purchasing power, not nominal dollars.

How much should I save per kid for college?

A 529 plan is a compound-interest engine wearing a tuition costume. The dollar you contribute when your child is two has sixteen years to grow before the first tuition bill arrives; the same dollar contributed when they're twelve has only six. Pick the kind of school you're planning for, list each kid's current age, and choose how much of the bill you intend to cover. The calculator uses today's published cost figures, an accurate college-inflation assumption, and an age-based 529 glide-path return β€” then tells you what to save monthly (or as a single lump sum) to fully fund the plan.

Plan against:
Avg. after grant aid (varies by income)
Share of cost you'll cover 100%
Years of college per kid 4 yrs
Current 529 balance (all kids) $0
Monthly contribution (total) $500/mo
Total cost to cover
when your kids start college
β€”
β€”
Save monthly, starting now
to fully fund the plan
β€”
β€”
Or, lump sum today
alternative to monthly
β€”
β€”
At your current pace
β€”
β€”
First tuition bill
β€”
β€”
Coverage at this pace
β€”
β€”
Your trajectory Fully-funded path College years Total bill

Assumptions baked in: college costs grow at 5% nominal / ~2% real above general inflation per recent College Board data; the 529 follows a typical age-based glide path averaging ~5% real return (heavier equities when kids are young, shifting to bonds and cash as college approaches). Numbers shown are in today's dollars. Withdrawals from 529 plans for qualified expenses are federal-tax-free.

Decision Comparisons

Debt or invest?

You've got extra cash each month β€” does it work harder paying down a balance or buying index funds? The honest answer is just arithmetic. Money you don't owe to a lender stops earning the lender its interest; money you invest earns the market's. Whichever rate is larger usually wins. This calculator simulates both paths month by month β€” extra cash routed at the debt until it's gone, versus minimum payments plus everything else invested β€” and reports the gap in plain net worth at the end of your horizon.

Current portfolio $540,000
Expected real return 7%
Debt balance $20,000
Debt interest rate (APR) 7.00%
Minimum monthly payment $300/mo
Extra monthly cash $500/mo
Time horizon 20 yrs
Investment return (nominal) 10% Β· Rate gap +3 pts (invest) Β· Debt paid off (debt-first) β€”
Net worth Β· debt first
β€”
Net worth Β· invest first
β€”
Difference
β€”
Invest first Β· net worth Debt first Β· net worth

Net worth = investments minus remaining debt, evaluated at each year-end. The investment return is the shared real-return slider plus a 3% inflation assumption to keep it nominal β€” apples-to-apples with the quoted debt APR. "Debt first" sends the minimum plus all extra cash at the debt until it's gone, then redirects the whole payment stream into investments. "Invest first" pays only the minimum and invests everything else from day one. Monthly compounding throughout.

Should I refinance my mortgage?

A refinance is a one-time fee bought in exchange for a lower monthly payment. The whole question is whether the monthly savings catch up to the closing costs before you sell the house, pay it off, or refinance again. This calculator runs the actual amortization on both loans, finds the month you break even, and shows the cumulative cost gap over however long you plan to stay. The interest-rate gap that looks like a deal often isn't, once the closing costs are taken seriously.

Current loan balance $300,000
Current interest rate 6.75%
Years remaining on current loan 27 yrs
New interest rate 5.50%
New loan term 30 yrs
Closing costs $6,000
Years you'll stay 10 yrs
Current payment β€” Β· New payment β€” Β· Monthly savings β€”
Break-even
β€”
Net savings Β· stay 10 yrs
β€”
Lifetime interest saved
β€”
Refinance Β· cumulative cost Keep current loan Β· cumulative cost Break-even

Cumulative cost = closing costs paid + all monthly payments + remaining loan balance at the end of each year (the principal you'd owe if you sold). The crossover point is where refinancing turns from a net loss into a net gain. Break-even is the simple "closing costs Γ· monthly savings" measure β€” the accounting break-even is slightly later because the new loan amortizes more slowly at first. Tax effects (mortgage interest deduction) are not modeled; for most filers since 2018 the standard deduction makes this a wash.

Should I buy a house or rent and invest?

Owning a home is a great deal for some people and a wealth trap for others β€” the deciding factor is almost never the listing price. It's how long you'll stay, how a parallel investment of the down payment would have done, and whether the price you'd pay to rent the same home is meaningfully below the full cost of owning it (mortgage, property tax, maintenance, insurance β€” the parts realtors don't mention). This calculator simulates both paths month by month and tells you which one builds more net worth, and at which year the tradeoff actually flips.

Expected real return 7%
Home price $500,000
Down payment 20%
Mortgage rate 6.50%
Mortgage term 30 yrs
Property tax (annual) 1.1%
Maintenance (annual) 1.0%
HOA + insurance (monthly) $200/mo
Home appreciation (real) 1.0%
Monthly rent (equivalent home) $2,500/mo
Time horizon 10 yrs
Mortgage P&I β€” Β· All-in cost to own β€” Β· Upfront cash (down + closing) β€”
Net worth Β· buy
β€”
Net worth Β· rent & invest
β€”
Crossover year
β€”
Buy Β· net worth Rent & invest Β· net worth

All numbers are in today's dollars (real returns, real appreciation, real rent inflation assumed to be zero on top of general inflation). The buy scenario sells at the horizon and pays 6% selling costs to find net equity. The rent scenario invests the upfront cash (down payment + 3% closing costs) plus any month-by-month savings (rent < own-cost) into a market portfolio. When ownership is cheaper than rent, the buyer pockets the difference instead. Property tax and maintenance scale with home value as it appreciates. Tax deductions are not modeled.

Family & Income

Can we afford another kid?

The honest answer for most households is yes β€” and by a wider margin than the USDA's scary headline number suggests. The biggest costs of a child are concentrated in the daycare years, then drop sharply. The big fixed costs of your life β€” rent or mortgage, utilities, one of your cars, the streaming subscriptions β€” don't scale per kid. Food, clothes, and activities do scale, but modestly. This calculator adds up the marginal cost of one more child across 18 years, shows when those costs hit, and tells you what it does to your FI date. The cost is real, but it's almost always smaller, more lopsided in time, and more recoverable than people expect.

Household income (pre-tax) $130,000
Annual spending $88,000
Current portfolio $540,000
Expected real return 7%
Kids you have today 2
Year-one setup (gear, hospital out-of-pocket) $4,000
Daycare / preschool cost per year $13,000/yr
Years of paid childcare 5 yrs
Incremental cost ages 6–17 (food, clothes, activities) $5,500/yr
Optional 529 contribution $0/mo
Peak years β€” Β· After daycare β€” Β· Averaged over 18 years β€”
Total marginal cost (18 yrs)
β€”
FI delay
β€”
% of household income
β€”
When the cost actually lands
β€”
Year-1 setup Daycare phase Ages 6–17 College fund
FI trajectory β€” current family FI trajectory β€” +1 kid Daycare years FI target

Costs are in today's dollars. Year-one setup is a one-time hit. The daycare phase models the years infant-care or preschool is needed; pull that slider to zero if you have free family care, or up if you're in a high-cost metro. Ages 6–17 covers everything else that scales per kid β€” food, clothes, activities, sports, healthcare copays β€” but not fixed costs like housing or one of your cars, which don't change because there's one more person at the table. The FI chart compares your current family to the same family with one more child under the same income.

Can a parent stay home?

The salary your partner walks away from is not the cost of staying home. Taxes you no longer owe come back. Childcare you no longer pay for comes back. Commute, parking, workday lunches, and dry cleaning come back. A second cook in the house tends to cut grocery and convenience spending too. The honest cost of going to one income is whatever's left over after those offsets β€” usually a fraction of the gross salary number. This calculator does that subtraction and shows what single-income life does to your FI date.

Household income (pre-tax) $130,000
Annual spending $88,000
Current portfolio $540,000
Expected real return 7%
Stay-home parent's gross salary $65,000
Current annual childcare cost $18,000
Work-related expenses (commute, meals, clothes) $4,500
Lifestyle spending reduction (more home cooking, etc.) $3,000
Take-home before β€” Β· Take-home after β€” Β· Tax saved β€”
Gross salary lost
β€”
True annual cost
β€”
Effective hourly cost
β€”
From gross salary to real cost
β€”
Gross salary Taxes saved Childcare saved Work + lifestyle saved What it actually costs
Two-income trajectory One-income trajectory FI target

Taxes use the page's MFJ federal-bracket estimator plus FICA and a 5% state placeholder. "Take-home after" is taxes on the remaining one-income household. True annual cost = gross salary βˆ’ tax savings βˆ’ childcare savings βˆ’ work expenses saved βˆ’ lifestyle reduction. Effective hourly cost divides that by a standard 2,000-hour work year, so you can decide whether your partner's hour of work β€” net of everything β€” clears the bar for what you'd trade an hour for. The FI chart projects both scenarios indefinitely at current spending and income, so it's a worst-case: if the at-home parent returns to work later, the real picture is better.

How much should I keep in an emergency fund?

An emergency fund is insurance against the version of your life where the paycheck stops. The right size isn't a rule of thumb β€” it's a function of how essential your monthly expenses are, how stable your income is, how many people depend on it, and whether there's a second earner backing you up. Three months covers a typical professional. Nine months is closer to right for a sole earner with kids and a variable-income job. This calculator sets a target tuned to your situation and tells you how long it'll take to get there at your current pace.

Kids / dependents 2
Essential monthly expenses $5,500/mo
Job stability Typical W-2
Earners in household Two earners
Current emergency fund $8,000
Monthly savings toward fund $500/mo
Recommended cushion 6 months Β· Months covered today β€” Β· Annual savings rate β€”
Target fund size
β€”
Gap to target
β€”
Months to fully fund
β€”
Coverage today
$0 target $0
Fund balance Β· monthly savings Target cushion

The recommended months of cushion starts at a base set by your job stability (very stable 3, typical W-2 4.5, variable 6, very volatile 9), then adds 1.5 months if you're the only earner in the household and 0.5 months per dependent. Target fund size = recommended months Γ— essential monthly expenses. The chart projects your balance forward at the listed monthly savings rate, with no interest assumed β€” emergency funds belong in a high-yield savings account, where the real return after inflation is roughly zero.