College Savings Calculator
Savings & BankingSave enough for future tuition.
Your college savings plan
Advanced options
Your fund keeps growing during the college years, so a balance below the projected cost can still cover more of it than the sticker suggests.
- Current savings$10,000
- Contributions$67,200
- Growth$50,837
Funding progress
Your plan covers 46% of the cost. Saving $907 a month would fully fund it.
College cost projection
Each year's inflated bill, split into tuition, room and board, and books and supplies.
- Year 1 · age 18$66,328
- Year 2 · age 19$69,644
- Year 3 · age 20$73,126
- Year 4 · age 21$76,783
- Tuition
- Room & board
- Books & supplies
Savings vs the college years
Your fund grows through the saving years, then draws down as each tuition bill is paid — while the balance keeps earning.
- Fund balance
- Money paid in
Compare scenarios
How your fund at college start changes if you save more, earn a higher return, or start earlier.
- Your plan$128,037
- Save more each month$193,613
- Higher return (+2%)$153,744
- Start 3 years earlier$168,954
Year-by-year breakdown
| Year | Age | Phase | Contributions | Growth | Tuition | Balance |
|---|---|---|---|---|---|---|
| 0 | 4 | Saving | — | — | — | $10,000 |
| 1 | 4 | Saving | $4,800 | $751 | — | $15,551 |
| 2 | 5 | Saving | $4,800 | $1,093 | — | $21,444 |
| 3 | 6 | Saving | $4,800 | $1,457 | — | $27,701 |
| 4 | 7 | Saving | $4,800 | $1,843 | — | $34,344 |
| 5 | 8 | Saving | $4,800 | $2,252 | — | $41,397 |
| 6 | 9 | Saving | $4,800 | $2,687 | — | $48,884 |
| 7 | 10 | Saving | $4,800 | $3,149 | — | $56,833 |
| 8 | 11 | Saving | $4,800 | $3,640 | — | $65,273 |
| 9 | 12 | Saving | $4,800 | $4,160 | — | $74,233 |
| 10 | 13 | Saving | $4,800 | $4,713 | — | $83,746 |
| 11 | 14 | Saving | $4,800 | $5,299 | — | $93,845 |
| 12 | 15 | Saving | $4,800 | $5,922 | — | $104,568 |
| 13 | 16 | Saving | $4,800 | $6,584 | — | $115,951 |
| 14 | 17 | Saving | $4,800 | $7,286 | — | $128,037 |
| 15 | 18 | College | — | $3,806 | ($66,328) | $65,516 |
| 16 | 19 | College | — | — | ($65,516) | $0 |
| 17 | 20 | College | — | — | — | $0 |
| 18 | 21 | College | — | — | — | $0 |
How this is calculated
- Today's $33,500 yearly cost grows at 5% education inflation over the 14 years until college.
- Across all the college years that comes to $285,881 in future dollars — $134,000 in today's money.
- Your savings grow to $128,037 by college start: the $10,000 you began with, plus $67,200 of contributions and $50,837 of growth.
- Paying each bill while the balance keeps earning, the fund covers $131,843 — 46% of the projected cost.
- To close the gap, you would need to save $907 a month.
Your plan in a sentence
In 14 years your fund reaches $128,037, which covers 46% of the $285,881 projected cost. Saving $907 a month would fully fund it.
Know what this estimate is based on
- Jurisdiction
- General mathematical model
- Scope and limitations
- Projection only. Actual APY, posting dates, compounding, taxes, withdrawal rules, deposit protection, and fees depend on the financial institution and country.
- Source links checked
- Jul 30, 2026
Built and regression-tested by Smart Tools Lab. It has not been individually reviewed by a licensed financial, tax, or legal professional.
How to use
- 01
Enter what you have already saved for college, then your child's current age and the age college begins — the gap between them is how many years you have to save.
- 02
Set the number of college years and the yearly cost in today's money: tuition, room and board, and books and supplies.
- 03
Choose an education-inflation rate to grow those costs to each future year's bill; education costs often rise faster than general prices.
- 04
Enter your monthly contribution, the expected annual return and how often it compounds, then open Advanced for an optional tax rate and fund fee.
- 05
Read the funded percentage, the projected cost against your projected savings, and the funding gap or surplus.
- 06
If there is a gap, use the required monthly savings figure to see what fully funds the plan, then save and compare scenarios to test an earlier start or a bigger contribution.
Formula
The calculator works in two phases. First it projects the cost. Today's annual cost is tuition plus room and board plus books and supplies; each future year's bill grows by the education-inflation rate, so the bill for college year k (counting the first year as k = 0) is: bill = annual cost × (1 + g)^(years until college + k) where g is the education-inflation rate. The projected college cost is the sum of those bills across all the college years. Second, it projects the fund. Your current savings and monthly contributions earn a net return — the expected return minus any fee — converted to an effective annual rate and then a monthly rate; interest is credited each month and any tax on that interest is deducted once a year. That gives your projected savings at college start. During college, contributions stop but the balance keeps earning: at the start of each college year the fund pays that year's bill (capped at the balance, so it never goes negative) and the rest stays invested. Percent funded is the tuition the fund actually pays divided by the nominal projected cost. The required monthly savings is found by searching for the contribution that brings coverage to exactly 100%.
Example
Take the calculator's default plan: a 4-year-old, college starting at 18 — so 14 years to save — then 4 years of study. Today's yearly bill is $33,500 ($20,000 tuition, $12,000 room and board, $1,500 books and supplies). At 5% education inflation the four-year cost climbs from $134,000 in today's money to a projected $285,880.71 by the time each bill falls due, with the first year alone reaching $66,327.71. Starting from $10,000 saved and adding $400 a month at a 6% return compounded monthly, the fund grows to $128,037.14 by college start — the $10,000 you began with, plus $67,200 of contributions and $50,837.14 of growth. Because it keeps earning while your child is enrolled, it pays $131,843.25 of tuition, more than its own balance, yet that is still only 46% of the projected cost, a $154,037 shortfall. Raising the monthly contribution to about $906.77 would fully fund the plan. Treat every figure as an estimate that holds the return and the inflation rate steady throughout.
Definitions
- Current college savings
- The money you have already set aside for education, entered as a starting balance. It compounds from day one; in the worked plan it begins at $10,000 and grows alongside your monthly contributions until college starts.
- Years until college
- The gap between your child's current age and the age college begins, which sets how long your savings can grow before the first bill arrives. Fourteen years in the default plan.
- Years of college
- The number of academic years you are funding, usually four. The calculator pays one inflated bill at the start of each year, and the balance that remains keeps earning between those payments.
- Annual tuition
- The yearly charge for instruction at today's prices, before any inflation is applied. It is usually the largest part of the sticker cost, set at $20,000 a year in the default scenario.
- Room and board
- The yearly cost of housing and meals while studying, at today's prices. Often overlooked, it can rival tuition; the default plan sets it at $12,000 and inflates it alongside the other charges.
- Books and supplies
- The yearly outlay for textbooks, equipment, and course materials at today's prices. Smaller than tuition or housing but real; the default plan budgets $1,500 a year and grows it with education inflation.
- Education inflation rate
- The yearly pace at which college costs rise, applied to every future bill. Education has historically outrun general inflation, so a 5% assumption turns today's $33,500 into a much larger sum by the time college starts.
- Monthly contribution
- The amount you add to the account each month during the saving years. Contributions stop once college begins. In the default plan, $400 a month adds $67,200 over fourteen years, before any growth.
- Expected annual return
- The yearly investment growth you assume on the balance, after any fee drag. It compounds monthly here; the 6% default equals a 6.17% effective yearly rate and keeps working even during the college years.
- Projected college cost
- The sum of every inflated yearly bill across the college years, in future dollars. It is what you will actually be charged; the default four-year total reaches $285,880.71, well above today's $134,000.
- Funding gap or surplus
- The difference once the last bill is paid. A shortfall is tuition the fund could not cover; a surplus is money left over. The default plan leaves a $154,037 shortfall.
- Required monthly savings
- The monthly contribution that would fund the plan exactly to 100%, found by search. It replaces your current figure as a target; the default plan needs about $906.77 a month rather than $400.
Good to know
How saving for college works
Saving for college runs in two distinct phases, and understanding the handover between them makes the whole plan easier to read. The first phase is accumulation. It begins today, while your child is still young, and continues until college starts. During these years three things work together: whatever you have already put aside, the monthly amount you keep adding, and the return those balances earn as they compound. In the default example, a four-year-old with $10,000 saved and $400 going in each month, growing at 6% compounded monthly, reaches roughly $128,037 by the time college starts at age 18. Of that, $10,000 is the balance you began with, $67,200 is money you contributed, and about $50,837 is growth the account earned on its own. The second phase is college itself, and here the flow reverses. Contributions stop at the start of freshman year, and at the beginning of each academic year the fund pays that year's bill. What is easy to miss is that the leftover balance does not sit idle; it keeps earning the same return through all four years while it is being drawn down. Each year's bill can draw only on the money the fund actually holds, so it may run down to nothing but is never pushed below zero. Any tuition it cannot reach becomes a shortfall. Two optional frictions can sit on top of this. Fees, expressed as an expense ratio, quietly lower the return you actually keep. Tax may apply to the interest each year if the money sits in an ordinary brokerage account; tax-advantaged accounts such as 529 plans are designed to avoid that, though you should confirm the details with a professional. Every figure here is an estimate built on a steady return and a steady rate of education inflation, so treat it as a planning guide rather than a promise, and revisit it as real numbers arrive.
Projecting the future cost: education inflation
The price on a college's website today is not the price you will pay. To plan honestly you have to age that number forward, because tuition, room and board, and books all tend to climb year after year. The calculator starts from today's annual cost. In the default scenario that is $20,000 tuition plus $12,000 room and board plus $1,500 for books and supplies, or $33,500 a year. It then grows that figure by an education-inflation rate for every year between now and each bill. With 14 years until college and 5% inflation, the first freshman-year bill lands at about $66,328, close to double today's sticker. This is why two different totals appear. Today's cost simply multiplies $33,500 by four years to get $134,000, a clean reference point with no inflation in it. The projected cost instead adds up each year's inflated bill across all four years, arriving at $285,880.71. The distance between those two numbers, more than $150,000, is entirely the work of inflation compounding over a long horizon. Education inflation deserves its own rate because, over long stretches, it has tended to rise faster than the general cost of living. Prices across the wider economy move on one path; the cost of instruction, campus housing, and course materials has often climbed a steeper one. Using a single blended figure for how fast everything gets dearer would understate the target and leave the plan short. Treat the rate you enter as the most influential assumption in the whole projection: a percentage point either way, stretched across fourteen or more years, can shift the goal by tens of thousands of dollars. Because no one can know it in advance, it is worth testing a slightly higher figure to see how much cushion the plan would need, and updating the number as each year's published tuition data comes in.
Why a fund below the sticker price can still cover it
One result surprises many parents: an account that never reaches the full projected cost can still pay every bill. The reason is worth understanding, because it changes how you read the funded percentage. A fund does not have to equal four years of inflated tuition on the day college opens. It only has to be large enough that, topped up by the growth it keeps earning while being spent, it can meet each bill as that bill falls due. The key is that money you have not spent yet stays at work. Because each year's charge is paid at the start of the year, the balance that remains behind stays invested and earns its return right through the college years. So a balance sitting below the headline sticker can still finish the job, and in a well-funded plan the account can even end with a small surplus after the final year. What matters is not whether the starting balance matches the total sticker, but whether the fund plus its ongoing growth can keep pace with the bills. This is why the tool frames funding as coverage rather than as a savings target. Percent funded is the tuition the fund actually pays divided by the nominal projected cost, never a discounted or softened goal. In the default scenario the fund pays $131,843.25 of tuition, which is more than its own $128,037 starting balance precisely because of that continued growth, and that comes to 46% of the projected cost, leaving a shortfall of about $154,037. Reading the number this way keeps the comparison honest: it measures bills paid against bills owed, in the same future dollars, without pretending the money stops growing the moment classes begin. If you see a figure under 100%, the required-monthly-savings estimate shows the contribution that would close the gap and bring the plan to full coverage.
Reading your funding gap and percent funded
Percent funded answers one question: of everything college is projected to cost, how much will your plan actually pay? The calculator divides the tuition your fund covers by the full nominal projected cost, the inflated bills rather than a softened target, so the figure never flatters itself. In the default plan the fund pays $131,843.25 of a $285,880.71 projected cost, which lands at 46% funded and leaves a shortfall of about $154,037. A shortfall is simply tuition that goes unpaid once the balance reaches zero; a surplus is whatever remains after the final year's bill clears. One of those two outcomes always applies, and the space between them is where your planning attention belongs. There is a subtlety worth pausing on. A balance smaller than the sticker cost can still cover the whole bill, because the fund does not stop working when college begins; it keeps earning through those years while it pays down each annual charge. So 46% is not a verdict on your saving discipline; it reflects the arithmetic of a large, inflating cost meeting a fund that has had limited time to grow. If the gap troubles you, you have levers rather than a single fix. Saving more each month is the most direct, and the required-monthly figure tells you exactly how much. Starting earlier lengthens the accumulation window and lets compounding do more of the work. A higher expected return helps but carries more risk, so treat it cautiously. You can also revisit the cost side, in-state options, community-college years, scholarships, or a shared expectation that the student contributes, which shrinks the bill the fund must meet. Most families combine several of these rather than lean on one. Whatever you choose, the percent-funded number gives you a plain, honest baseline to measure progress against, and it remains only an estimate built on constant-rate assumptions.
The required monthly savings figure
The required monthly savings figure is the contribution that would carry your plan to exactly 100% funded, with no shortfall and no surplus. The calculator finds it by searching for the monthly amount that makes projected coverage meet the projected cost precisely, holding everything else you entered fixed. In the default plan that number is about $906.77 a month, against the $400 currently set. It earns its place as the headline because it turns a worrying gap into a single, actionable instruction. Save $906.77 a month is something you can weigh against your budget today, in a way that $154,037 short in fourteen years never quite is. It converts an intimidating future total into a present-tense decision. Three things move it. Time is the strongest: the more years before college, the longer each contribution compounds, so the required amount falls sharply when you start early and climbs steeply as the deadline nears. Expected return works similarly, since a higher net return means your contributions and their growth do more, lowering the monthly figure, though a higher assumed return also carries more uncertainty. Current savings gives you a head start; a larger opening balance has more time to grow and directly reduces what each month must add. Adjust any of these and the required figure re-solves. There is a limit to what it can promise. The number is unreachable in only one situation: when college starts immediately, leaving no time to save, and your current balance already falls short of the bills. Then no monthly contribution can close the gap, because there is no accumulation period left for it to work in. Short of that, the figure always exists, but existing and being affordable are different things. If $906.77 is beyond reach, treat it as a signal to adjust the timeline, the target, or expectations, rather than a demand. Like every output here, it assumes steady, constant rates and remains an estimate.
Taxes, fees and 529-style accounts
Two quiet forces shape how much of your saving actually reaches the tuition bill: tax on the growth, and the fees your investments charge. Neither is dramatic in any single year, but across a fourteen-year accumulation window both compound, so they deserve a place in the plan rather than an afterthought. Tax here applies to the interest your balance earns, swept once a year in the model. In an ordinary taxable brokerage account that is realistic, since gains can be taxed as they are earned or realised, and you would set a rate to reflect that. Tax-advantaged accounts built for education work differently: vehicles such as 529 plans exist precisely so that growth spent on qualifying costs can escape that yearly drag, which is why you can set the tax rate to zero for them. The rules, contribution limits, and what counts as a qualifying expense vary and change over time, so confirm the specifics with a qualified professional rather than assuming. Fees enter as an expense-ratio drag, a small annual percentage that quietly lowers your net return before anything is compounded. A return that looks like 6% becomes something less once the fund's costs are removed, and because the reduction applies every year to a growing balance, even a fraction of a percent can cost a meaningful sum by college start. Low-cost index options keep this drag small; actively managed or layered products tend to widen it. The honest move is to keep both inputs grounded. Use a return you would genuinely expect after fees, not a hopeful headline figure, and set the tax rate to match the account you will actually hold. An optimistic net return flatters the required-monthly figure and the percent funded alike, which helps no one when the bills arrive. Everything the calculator produces is an estimate resting on constant-rate assumptions, and none of it is financial, tax, investment, or legal advice.
The three levers: how much, how long, what return
Every college fund is shaped by three dials, and they do not pull with equal force. The first is how much you set aside each month. It is the dial you feel most directly, since it comes straight from your budget, but on its own it is the weakest of the three. Adding to a monthly contribution lifts the part of the fund that came from your own account, yet it does little to the growth stacked on top. The second dial is what your money earns. A fund invested for a higher net return finishes larger, though the effect is muted early and only becomes visible once a balance has had years to build. Reaching for return also means accepting more ups and downs, which matters as the first tuition bill draws near and there is less time to recover from a poor stretch. The third dial, and the one that quietly dominates, is how long the money stays invested. Time gives every contribution and every dollar of current savings more years to grow before the first bill arrives. In the worked plan below, $77,200 of your own money, the $10,000 you start with plus $67,200 of contributions, becomes $128,037.14 by college start. The extra $50,837.14 is growth, and it comes from the length of the runway, not from a larger monthly figure. This is why starting early beats saving hard later. A parent who opens an account while a child is small gives each contribution the maximum number of years to work, so a modest monthly amount can close a gap that a much larger amount could not close in half the time. If you are deciding where to put your energy, lengthen the runway first, then set a monthly figure you can sustain, and treat return as the dial you tune with care rather than stretch. Time is the one lever you cannot buy back once it has passed.
Worked examples
Consider the default plan. Your child is 4 and college starts at 18, so you have 14 years to save before four years of study begin. Today the annual bill is $33,500, made up of $20,000 tuition, $12,000 room and board, and $1,500 books and supplies. At 5% education inflation it climbs each year: in today's money the four-year cost is $134,000, but by the time each bill falls due the projected total reaches $285,880.71, with the first year alone costing $66,327.71 at age 18. Starting from $10,000 and adding $400 a month at a 6% return compounded monthly (6.17% effective), the fund reaches $128,037.14 by college start. Of that, $77,200 is your own money, the $10,000 starting balance plus $67,200 of contributions, and $50,837.14 is growth. Because the balance keeps earning while your child is enrolled, it pays $131,843.25 of tuition, more than its starting balance, yet that still covers only 46% of the nominal cost and leaves a $154,037 shortfall. To reach 100% funded you would need about $906.77 a month rather than $400. Now change one thing: suppose you had opened the account at birth, giving 18 years to save instead of 14. Two forces pull against each other. The bill grows, because four more years of inflation lift the projected cost. But time is the stronger force: contributions run four more years, and every dollar sits invested over a longer runway, so the growth portion swells well beyond $50,837.14. The funded share climbs above 46%, and the monthly figure needed to reach 100% falls below $906.77. Flip it the other way and the same sensitivity shows: a higher education-inflation rate widens the gap and pushes the required monthly up. Modest changes to when you start, and to the assumptions you feed in, move the result sharply, which is why it is worth revisiting the plan whenever your timeline or your assumptions change.
Common mistakes when saving for college
Several avoidable errors tend to shrink a college fund. The first is underestimating education inflation. Tuition has long climbed faster than everyday prices, so a bill that looks manageable today can swell sharply over a decade or more. In the default scenario, a $33,500 yearly cost grows to a $66,327.71 first-year bill by age 18 at 5% education inflation, and the projected four-year total reaches $285,880.71 rather than the $134,000 you might read from today's sticker. A related slip is counting tuition alone. Room and board and books can rival or exceed the teaching charge, and leaving them out understates the goal from the start. This calculator adds all three so the target reflects the real cost of attending. Optimism about returns causes trouble too. Pencilling in a high, steady growth rate makes almost any plan look funded on paper, but markets do not deliver smooth annual gains, and fees quietly lower what you keep. A more measured return, net of expenses, gives a sturdier picture. Starting late is perhaps the costliest habit. Because contributions compound, the early years do the heaviest lifting, and every year you wait removes a year of growth that is hard to replace with larger deposits later. Some parents make the opposite error and forget that the fund keeps earning during college. Money is not withdrawn all at once. Each year's bill is paid at the start of that year while the remainder stays invested, so the fund can pay out more than its balance at college start. In the default plan the $128,037.14 balance goes on to cover $131,843.25 of tuition, more than it began with, precisely because it keeps compounding. Finally, treating any projection as a promise invites disappointment. Constant-rate assumptions are a planning convenience, not a forecast. Returns, inflation, and costs will all vary, so read the result as a reasoned estimate to revisit, not a guaranteed outcome.
Tips to save for college, and why this is an estimate
A few practical habits make a college plan more likely to hold together. The most reliable is automation. Setting a fixed monthly transfer on payday removes the recurring decision and keeps contributions steady through busy or lean stretches. The default plan assumes $400 a month; if you want full coverage, the calculator shows roughly $906.77 would be required, and automating even part of that gap moves you closer. Revisit the plan regularly. Salaries, family circumstances, and investment values change, and so does the projected bill as each year passes and the child grows older. A yearly check lets you nudge the contribution up, adjust the expected return, or reset the goal before small drifts become large gaps. Where they suit your situation, tax-advantaged accounts can stretch each dollar. Options such as 529 plans and Coverdell accounts exist specifically for education saving and may let interest grow without the yearly tax drag this tool can model. Rules, limits, and state treatment vary, so confirm the details with a qualified professional before committing to one. It also helps to view saving as one piece of a larger picture. Few families cover the whole cost from a single fund. Future scholarships, financial aid, part-time earnings, and the student's own contributions can all share the load, so a plan that lands below 100% here is not a failure. Treat it as a starting figure to build around. Finally, treat every number as an estimate. The calculator assumes a constant return and a constant education-inflation rate, sweeps any tax once a year, and pays each college bill from the balance until the fund is exhausted. Real returns, real inflation, and real costs will differ, sometimes considerably. Nothing here is financial, tax, investment, or legal advice; it is a tool to frame a conversation and inform your own choices. For guidance matched to your circumstances, speak with a licensed adviser you trust.
Frequently asked questions
Is the result a guarantee?
No. Every figure here is a projection built on assumptions you control: a steady annual return, a fixed education-inflation rate, and contributions that never pause. Real markets move unevenly, tuition rises in fits and starts, and your circumstances change. Treat the projected balance, the coverage percentage, and any shortfall as a planning guide, not a promise. Revisit the numbers each year and adjust your saving as the picture sharpens.
What is education inflation, and what rate should I use?
Education inflation is the pace at which college costs climb, usually faster than everyday prices. It captures tuition, housing, and fees together. The calculator defaults to 5% a year, a common long-run assumption, but you can raise or lower it. Public and private schools differ, and recent years have varied, so check figures for the specific institutions you have in mind. A higher rate lifts every future bill and widens any gap.
Why is the projected cost so much higher than today's cost?
Because a bill years away is paid in future dollars. Today four years might total $134,000, but at 5% education inflation each year's cost compounds from the child's current age right through college, pushing the projected total to $285,880.71 in our default example. The first year alone reaches $66,327.71 at age 18. Time and compounding inflation, not a pricier school, drive most of the difference you see.
How does the calculator project the fund?
In two stages. During accumulation it grows your current savings plus each monthly contribution at the net annual return, compounded monthly, sweeping any tax on interest once a year. When college starts, contributions stop and the balance keeps earning; at the start of every college year it pays that year's inflated bill, capped at whatever is left. In the default plan $10,000 and $400 a month reach $128,037.14 by age 18.
Why can a fund below the sticker cost still be 100% funded?
Because the money does not stop working when classes begin. The balance keeps earning through all four college years, so returns during that stretch help pay later bills. A fund worth less than the projected total at the first tuition due date can still cover every bill if its growth fills the gap. In the default plan the fund pays $131,843.25 of tuition, more than its $128,037.14 starting balance. This in-college growth is easy to overlook.
What does "percent funded" mean?
It is the share of the nominal projected college cost your fund actually pays: tuition covered divided by the full inflated bill, never a discounted or reduced goal. In the default scenario the fund pays $131,843.25 of a $285,880.71 total, so it is 46% funded. Values above 100% mean money is left over after the final bill. It answers one question: how much of the real cost will your savings meet?
What do the funding gap and surplus mean?
The gap, or shortfall, is tuition your fund never manages to pay: bills that arrive after the balance has emptied. In the default plan that is about $154,037 across the four years. A surplus is the opposite, money still in the account after the last bill is settled. One tells you how much more to save or borrow; the other tells you the plan has room to spare.
How is the required monthly savings figure found?
The calculator searches for the single monthly contribution that leaves the plan exactly fully funded, covering the last bill with nothing left short and nothing wasted. Keeping your other inputs fixed, it tests amounts until coverage lands at 100%. In the default plan that figure is about $906.77 a month, against the $400 entered. It is the cleanest measure of how far today's saving falls from the target.
What if college starts very soon?
With little or no time left to accumulate, monthly contributions barely compound, so the outcome leans almost entirely on what you have already saved. If college begins immediately and current savings cannot meet the first bills, there may be no monthly amount that fully funds the plan; the required-savings search reports it as infeasible. In that case the realistic levers are a lower-cost school, financial aid, or borrowing rather than saving alone.
Should I include room and board and books?
Yes, if you expect to pay them. The annual cost combines tuition, room and board, and books and supplies: $20,000, $12,000, and $1,500 in the default, or $33,500 a year today. Living costs and materials often rival tuition, and leaving them out understates the bill you are planning for. If scholarships, family housing, or a commuter arrangement will cover some of these, lower the figures to match your situation.
How do taxes apply, and what is a 529?
The calculator can sweep tax from your interest once a year, which suits a taxable brokerage account. Set the rate to zero for a tax-advantaged education account, where qualified growth is generally untaxed. A 529 plan is one such account, designed to let college savings grow and be withdrawn for eligible costs without the usual tax drag; Coverdell accounts work similarly. Rules and limits vary, so confirm the specifics with a professional.
How do fees change the result?
Fees show up as an expense-ratio drag that trims your annual return before anything compounds. Even a small ratio quietly lowers the net rate the fund earns each month, and over fourteen years of accumulation plus four more of college growth that reduction compounds into a meaningfully smaller balance. The default plan assumes no fee; entering a realistic expense ratio for your funds will pull the projected balance and coverage down.
What return should I assume?
Choose a rate that reflects how the money is actually invested. A portfolio heavy in stocks might justify a higher long-run figure; one shifting toward bonds as college nears warrants something lower. The default uses 6% compounded monthly, an effective 6.17% a year. Remember this is the net return after fees, and that real results swing year to year, so a steady rate is a planning convenience, not a forecast.
Does this replace advice from a financial or tax professional?
No. This tool gives estimates to help you frame the conversation, not individual guidance. It cannot weigh your full finances, your tax position, aid eligibility, or the trade-offs between account types and investments. Before committing to a plan or choosing an account, speak with a qualified financial, tax, or legal professional who can tailor the approach to your circumstances. Use these projections as a starting point, then get advice specific to you.
