Whole-programme cost against real funding, gap in plain sight
Most study budgeting fails by looking at one year instead of the whole programme and by counting hoped-for money as funding. This calculator does neither. It totals the full cost of the programme (tuition, fees, living and supplies per year, over the programme’s length, with an optional annual cost rise), lines up the funding you actually have (awarded scholarships and grants only, savings, and work income), and prints the funding gap in total and per year. A separate break-even section then divides your net cost by an earnings premium you supply, because payback on assumed earnings is a scenario, and this page predicts neither awards, admissions nor salaries.
Disclaimer: This calculator gives estimates for general information only. It is not financial, medical or other professional advice. It budgets the figures you enter; it does not predict scholarship awards, admissions, future earnings or loan terms, and a funding gap shown here is a planning figure, not a borrowing recommendation.
What this calculator does
It assembles the whole programme’s money in one view. Costs are summed per year and over the programme, with the optional rise compounding year by year as real fee schedules do. Funding is summed on the same horizon, keeping awarded aid, savings and work income as separate lines so a budget’s soft spots are visible (a plan resting mostly on hoped-for work hours reads differently from one resting on awarded aid, and the lines show which you have). The gap is what remains: in total, per year, and as the share of total cost it represents. The break-even figure then answers the narrower scenario question: at the earnings premium you assume, how many working years repay your net cost (defined exactly: total cost minus awarded aid, the money that is yours or borrowed, excluding grants and scholarships you never repay).
How to use it
- Use the institution’s published cost of attendance. Colleges publish a full figure (tuition, fees, housing, food, books, transport, personal) for aid purposes; it is a better living-cost basis than a guess, and it is the same basis aid offices use, so your gap and their gap will at least be denominated alike.
- Run hoped-for aid as a second scenario. The aid line is for awarded money. To see the budget if a pending scholarship lands, rerun with it included and compare the two gaps; the difference is the size of the hope, priced, which is a much better planning fact than a blended budget that quietly assumes it.
- The cost rise is not pessimism. Tuition has historically risen faster than general inflation at many institutions. Even 3% turns a flat four-year total noticeably; the worked example is run flat so the arithmetic is checkable, and the input is there because real programmes are not flat.
- Work income has a ceiling set by your studies. Term-time work competes with the study it funds; most guidance caps sustainable term-time hours well below full-time. Enter what you can actually sustain, and let a larger gap show honestly rather than balancing the budget with hours that cost grades.
- Break-even is a scenario, phrased as one. It divides net cost by your assumed premium and ignores interest, taxes, promotion paths and the earnings foregone while studying (opportunity cost), unless you fold them into your assumptions. Use it to compare programmes against each other on one consistent basis, not as a forecast about a life.
How it is calculated
- Total cost: per-year cost = tuition + fees + living + books. With a rise of r%, year t costs per-year cost x (1 + r/100)^(t-1); the total sums the years, each rounded to cents.
- Total funding: aid per year x years, plus work per year x years, plus the upfront contribution once.
- Funding gap = total cost – total funding (never below zero in presentation: a surplus is shown as funding above cost). Gap per year = gap / years.
- Net cost (for break-even) = total cost – total awarded aid. Break-even years = net cost / (assumed earnings with – assumed earnings without), when both assumptions are given and the premium is positive.
Worked examples
A four-year degree, flat prices. Tuition 28,000, fees 1,200, living 14,000, books 1,000: 44,200 per year, 176,800 over four years. Funding: awarded scholarship 10,000 per year (40,000), savings 20,000, work 6,000 per year (24,000): total funding 84,000. Funding gap: 92,800, which is 23,200 per year and 52.49% of the total cost. Net cost for break-even: 176,800 – 40,000 = 136,800. At assumed earnings of 55,000 with the degree against 38,000 without (a 17,000 premium), break-even is 136,800 / 17,000 = 8.05 years of work after graduating, on those assumptions and no others.
The boundary case: funding exceeds cost. A two-year programme at 18,000 per year all-in (36,000 total) with a full awarded scholarship of 20,000 per year (40,000) has no gap: the result shows funding above cost by 4,000, because aid can exceed the costs it is set against in a given budget (typically aid is capped at the cost of attendance by the issuer, which is itself a check worth running on your award letter’s terms before counting the surplus as spendable).
Reading your results
Read the gap per year first: it is the amount each year needs from borrowing, additional work or reduced costs, and yearly thinking catches problems a programme total hides (a gap concentrated by a late aid expiry, for instance). Then read the funding mix: the same total built from awarded aid is sturdier than the same total built from work hours, and the breakdown exists so you can see which kind of plan you have. Finally, hold the break-even figure at arm’s length: it compares two of your assumptions against each other through your costs, which is genuinely useful for choosing between two programmes costed the same way, and useless as a promise about either salary.
Limitations
- No award or admission prediction. Scholarship outcomes depend on committees, pools and essays; the calculator budgets awarded figures and your scenarios of unawarded ones, and never assigns a probability to either, because no honest one exists at this distance.
- Loans are not costed here. A gap usually becomes borrowing, and borrowing has interest, fees and repayment terms that change its real price substantially. This page sizes the gap; costing a specific loan belongs with the loan’s own terms on this site’s loan tools, not folded silently into a study budget.
- Opportunity cost is yours to add. Earnings foregone while studying are real costs of a programme; the base model excludes them, and the break-even section’s framing tells you where they would enter (they lengthen the true payback) rather than hiding their absence.
- Figures are as entered. Living costs vary by city and household, aid renews on conditions (grades, enrolment status) that can lapse, and a budget is a snapshot: rerun it when any input changes, especially after each year’s actual aid letter.
Frequently asked questions
How do I calculate the true cost of a degree?
Sum every cost category for every year of the programme, not the first year alone: tuition, fees, living, books and supplies, with a rise for later years if your institution’s history suggests one. The worked example’s 44,200 per year is 176,800 over four years flat, and more with any rise applied. Against that total, set funding you hold (awarded aid, savings, sustainable work income) and the remainder is your funding gap, the number that borrowing and budgeting decisions actually turn on, shown here in total and per year.
Should I count a scholarship I have not won yet?
Not in the same budget as awarded money. Run the calculator twice: once with awarded aid only (your committed position) and once including the hoped-for award (the scenario), and plan against the first while hoping for the second. Blending them produces a single gap that is wrong in both worlds: too optimistic if the award fails, and needlessly anxious if it lands. The two-run discipline is the standard advice of aid offices, and the calculator’s aid hint is written to enforce it.
What does the break-even figure actually mean?
It is the years of post-study work, at the earnings premium you assumed, needed to repay your net cost (total cost minus awarded aid): 8.05 years in the worked example, from a net cost of 136,800 and an assumed premium of 17,000 per year. It assumes the premium arrives immediately, persists unchanged, and ignores interest, taxes and foregone earnings, so read it as a comparison device between consistently-costed options, which is what scenario break-evens are for, not as a date circled on a calendar.
What if my funding is more than the cost?
The calculator reports the surplus rather than a negative gap, because it happens (full-ride awards against modest local costs, employer-funded study). Two cautions before treating it as real headroom: most aid is capped at the institution’s official cost of attendance and reduced if other aid overlaps, and some awards are restricted to tuition only. Your award letter’s terms govern; the surplus line is the prompt to check them, not a balance to spend.
Related calculators
Method: whole-programme cost and funding summation with optional compounding cost rise, gap and scenario break-even on user-supplied earnings assumptions, exactly as defined on this page. Last reviewed: 14 October 2026.