Estimate the future cost of college and how much you need to save monthly to meet your goal.
How much will college cost by the time my child gets there, and how much do I need to save each month to cover it? With $35,000 a year today, 5% annual cost growth and ten years to go, the first year alone is $57,011 and four years total $245,726. This page projects that bill, grows your current savings and monthly deposits to enrollment day, and reports the gap along with the extra monthly deposit that would close it.
Cost in college year i = today's annual cost × (1 + inflation)^(years until college + i), counting i from 0. Savings at enrollment = S × (1 + m)^N + D × ((1 + m)^N − 1) ÷ m, where S is current savings, D the monthly deposit, m the annual return ÷ 12 and N the months until enrollment. Gap = total future cost − savings at enrollment − (annual aid × years in college), floored at zero. Extra monthly deposit = gap × m ÷ ((1 + m)^N − 1).
Worked example with the defaults: $35,000 today, 4 years, enrollment in 10 years, 5% inflation, $20,000 saved, $300 a month, 6% return, no aid. The four annual bills are $57,011, $59,862, $62,855 and $65,998, a total of $245,726. Savings grow to $85,551.74 by enrollment. The gap is $160,174.14, and closing it takes another $977.39 a month on top of the $300.
What it leaves out: savings are valued on the first day of college and are not allowed to keep growing while you draw them down, which makes the gap somewhat conservative. Aid is a flat yearly amount that never inflates, and every cost component is assumed to rise at one rate, though tuition, housing and books seldom do. Taxes, financial-aid formulas that count savings, and loans are ignored. If the expected return is exactly 0, the savings formula divides by zero and the page returns invalid numbers, so enter something like 0.01 instead.
An addition. It is the extra monthly deposit that closes the gap, on top of whatever is in the Monthly Contribution field. In the default case your total monthly saving would be $1,277.39.
A great deal. Cutting growth from 5% to 3% in the default case drops the four-year total from $245,726 to $196,786 and the extra monthly deposit from $977.39 to $678.75.
No. Enter $5,000 a year and the page subtracts $20,000 across four years at face value. In the default case that lowers the extra deposit to $855.35.
Yes, set years until college to 0 so the first-year cost equals today's cost. With no months left to deposit, the required-deposit figure shows $0 even when there is a shortfall, so read the shortfall number instead.
That depends on the investment mix, and the page treats it as one constant yearly rate. Test a lower one: 4% instead of 6% raises the extra monthly deposit in the default case to $1,166.28.