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Debt Payoff vs Investing Calculator

How It Works

One of the most common personal finance questions doesn't have a universal answer: should you use extra money to aggressively pay off debt, or invest it in the market? Both strategies build wealth — but they do it differently, and the math isn't always what people expect.

The core tension is simple: debt has a guaranteed "return" equal to the interest rate you're paying. Paying off a 6% loan is a guaranteed 6% return on that dollar. Investing in the stock market offers historically higher returns — around 7–10% annualized — but with volatility and uncertainty. So if your debt rate is 5% and your expected investment return is 8%, the math looks favorable for investing. If your debt rate is 22% (credit card), no realistic investment return competes.

This calculator models two specific strategies with a given amount of extra cash per month. Strategy A, "Pay Off Debt First," directs every extra dollar toward the debt principal until it's paid off — then redirects the full freed-up payment amount to investing. Strategy B, "Invest the Difference," makes only the minimum payment on debt and invests the extra cash immediately every month.

Net worth tracks the full picture: investment balances minus remaining debt. Strategy A may have a lower net worth early — while aggressively paying down debt, you're not building an investment portfolio. But once the debt is gone (faster than Strategy B), you have a larger monthly amount to invest with no debt drag. Strategy B builds an investment portfolio immediately but carries the debt (and its interest cost) longer.

The crossover point — if it exists — is where Strategy A's net worth surpasses Strategy B's on the chart. This happens when the debt payoff advantage eventually outweighs the head start on investing. Whether this crossover occurs within a reasonable timeframe depends on your specific interest rate vs. investment return differential.

Beyond the math, there are behavioral and risk factors: debt has a guaranteed negative return (interest you must pay regardless of economic conditions), while investment returns vary. Many people find the psychological relief of being debt-free has real value — reduced stress, improved financial flexibility, and the ability to weather job loss without monthly debt obligations. These non-mathematical factors matter too, even when the numbers favor investing.

The right answer often isn't binary. Paying off high-interest debt (credit cards, personal loans) while contributing enough to a 401(k) to capture any employer match is a hybrid approach that captures guaranteed returns from both strategies. This calculator helps you see the pure mathematical outcome of each extreme — your actual optimal strategy likely lies in between.

Formula Breakdown

Both strategies run month by month for up to 30 years.

Strategy A — Pay Off Debt First:
  Each month while debt remains:
    Interest = debtBalance × (debtRate / 100 / 12)
    Payment applied = monthlyPayment + extraPayment
    Principal paid = min(payment - interest, debtBalance)
    debtBalance -= principalPaid
  Once debt = 0:
    investmentBalance = investmentBalance × (1 + investReturn/12) + (monthlyPayment + extraPayment)

Strategy B — Invest the Difference:
  Each month while debt remains:
    Interest = debtBalance × (debtRate / 100 / 12)
    Principal paid = min(monthlyPayment - interest, debtBalance)
    debtBalance -= principalPaid
    investmentBalance = investmentBalance × (1 + investReturn/12) + extraPayment
  Once debt = 0:
    investmentBalance = investmentBalance × (1 + investReturn/12) + (monthlyPayment + extraPayment)

Net Worth = investmentBalance − remainingDebt (charted annually)

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