Student Loan vs Invest Calculator
Project the gap between loan-repayment and investing the same monthly amount.
Compare extra monthly cash toward a student loan versus investing it, on a like-for-like basis: two terminal portfolios, interest saved, and the projected gap.
What this tool does
This calculator compares two ways to use the same monthly cash flow: investing the extra each month, or adding it to a student loan to clear the balance early and then investing the freed-up payment for the rest of the horizon. Both paths spend the same amount each month and end debt-free, so the comparison is like-for-like. It returns each path's terminal portfolio, the interest saved by the early payoff, how many months earlier the loan clears, and the projected gap between the two. The result depends most on the investment return, the loan rate, and the monthly amount. The calculator assumes fixed rates, consistent monthly contributions, and does not factor in taxes, fees, or other products. Results are for educational illustration only.
Quick answer: with the default values, the result is $8,380.27 (Higher Projected Value: Invest First). Adjust the values below for your own figures.
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Formula Used
Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
What this calculator does
An investor with a fixed amount of monthly cash flow available — say a recent raise, a side income, or freed-up rent — can deploy it toward an existing student loan or into an investment account. This calculator runs both paths against the same monthly figure over the same horizon, both end debt-free, and shows the projected gap between their terminal portfolios. The output expresses how much more (or less) wealth investing the extra steadily produces versus clearing the loan early and then investing the freed-up payment.
How the comparison is set up
Both paths spend the same total each month: the standard loan payment plus the extra. The invest-first path pays the loan on its normal schedule and invests the extra every month for the whole horizon. The repay-first path puts the extra toward the loan until it clears early, then redirects the freed payment, the standard amount plus the extra, into investments for the months that remain. Each side's terminal portfolio is the future value of those monthly contributions at the investment return. Because both paths spend the same cash and finish debt-free, the gap between the two portfolios is a like-for-like comparison.
Worked example
Take a 50,000 loan at 6% over 20 years remaining, with 300 extra per month and an expected 7% return. The standard payment is about 358.22 a month. Investing 300 every month for the full 240 months grows to about 156,278. The repay-first path instead adds the 300 to the loan, clearing it in about 96 months (roughly 12 years early, saving about 22,924 in interest), then invests the freed 658.22 a month for the remaining 144 months, which grows to about 147,898. The gap is about 8,380 in favour of investing first on these inputs, far smaller than the interest-saved figure alone would suggest, because the repay-first path also gets to invest.
What moves the result
The spread between the loan rate and the investment return drives the verdict. When the investment return exceeds the loan rate, investing the extra steadily tends to come out ahead; when the loan rate is higher, clearing the debt early and then investing the larger freed payment tends to win. The years remaining amplifies compounding on both sides. When the two rates are close, the comparison flattens; when they diverge by 2 percentage points or more, the gap widens quickly.
What this calculation does not capture
The simulation assumes both rates stay fixed for the entire horizon. Real student loan rates can be variable, and real investment returns are stochastic — the calculator's expected return is a long-run assumption, not a guarantee. The model also does not capture: tax treatment of investment returns (which can reduce the net investment outcome by 0.5 to 2 percentage points annually for taxable accounts), sequence-of-returns risk on the investment side, prepayment penalties on some loans, employer matching on retirement accounts, and the value of debt-free flexibility (no minimum payment obligation) versus the value of a larger investment balance.
How to read the verdict
The headline label says which path produces the higher projected portfolio at the end of the horizon. It does not say which path is right for the borrower. The invest-first portfolio carries market risk for the full horizon; the repay-first path removes the debt sooner, a certain saving, before investing the freed payment. Both end debt-free and spend the same cash, so the gap is a like-for-like comparison, but the actual choice depends on risk tolerance and factors the calculator does not model.
£300 monthly: invest at 7% vs pay loan at 6% over 20 years. Difference: $8,380.27.
Inputs
| Invest-First Portfolio | $156,278.00 |
|---|---|
| Repay-First Portfolio | $147,897.73 |
| Interest Saved on Loan | $22,923.55 |
| Months Loan Paid Earlier | 144 mo |
This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
Both paths spend the same total each month, the standard loan payment plus the extra, over the same horizon, and both end debt-free; only the order differs. The invest-first path pays the loan on its standard amortising schedule and invests the extra each month for the full horizon. The repay-first path adds the extra to the loan payment until the balance clears early, then invests the freed cash flow (the standard payment plus the extra) for the months that remain. Each path's terminal portfolio is the future value of an ordinary annuity at the monthly investment rate (annual return divided by 12). The headline gap is the invest-first portfolio minus the repay-first portfolio. A standard amortisation simulation supplies the loan's standard payment, the early-payoff month, and the interest saved. The calculation assumes fixed rates on both sides, no taxes on investment returns, and no prepayment penalties.
Frequently Asked Questions
What does the verdict label mean?
When does repaying first tend to win?
Does the investment return account for tax?
What about the cash flow freed up after the loan clears?
Are taxes on student loan interest factored in?
Does the result include market risk?
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