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Calcimator

Debt Snowball Calculator

Compare debt snowball vs avalanche payoff strategies. See which method saves more money and how long payoff takes.

This calculator runs the Debt Snowball (smallest balance first) and Debt Avalanche (highest rate first) strategies side by side across up to three debts, simulating them one month at a time (lines 33-95) rather than using a closed-form formula. Total Debt is simply the sum of each entered balance (line 30) — Debt 3 Balance only joins the total once it is set above zero (lines 26-28), so leaving it at its default excludes that debt entirely rather than counting it as a $0 debt. While Debt 3 Balance is left at its default, Debt 2 Balance dominates Total Debt over Debt 1 Balance: its ±10% span is about 14% of Total Debt against Debt 1's roughly 6%, simply because the default Debt 2 balance ($12,000) is more than double Debt 1's ($5,000) — a plain-sum output responds most to whichever addend already carries the biggest share. That ranking isn't permanent, though: Debt 3 Balance carries the exact same +1 coefficient in the sum as the other two once it is entered (line 30), and its range runs up to $200,000 — the same ceiling as Debt 1 and Debt 2, just starting from a $0 default instead of $5,000 or $12,000 — so a real third debt balance easily outsizes the other two and becomes the dominant driver of Total Debt instead. Debt 1 Rate, Debt 1 Min Payment, Debt 2 Rate, Debt 2 Min Payment, and Extra Monthly Payment never move Total Debt at all, because that figure counts dollars owed, not payment terms. At the defaults, Snowball and Avalanche produce an identical payoff timeline and total interest, because Debt 1 happens to carry both the smaller balance and the higher rate (18.9% versus 6.5%): whichever strategy you use, Debt 1 gets paid off first, so there is no strategy difference to see until the rates or balances are set so the two orderings actually diverge. The month-by-month simulation caps at 600 months (50 years); a debt load that cannot be retired within that span stops silently at the cap rather than reporting an error.

Inputs

$
%
$
$
%
$
$
%
$
$

Results

Total Debt

$17,000.00

≈ 9 gaming PCs

Snowball Payoff55 months
Snowball Total Interest$3,138.30
Avalanche Payoff55 months
Avalanche Total Interest$3,138.30
Interest Saved (Avalanche)$0.00
How to Use This Calculator
  1. Enter each debt's balance, interest rate, and minimum payment for up to 3 debts.
  2. Set an extra monthly payment amount to accelerate payoff.
  3. The snowball method pays off the smallest balance first for psychological wins; the avalanche targets the highest rate first.
  4. Review the payoff time and total interest for both the snowball and avalanche strategies.
  5. The interest difference shows how much extra you pay using snowball versus avalanche.

How the result changes with Debt 2 Balance

Debt 2 BalanceTotal Debt
$20,090.00$25,090.00
$70,065.00$75,065.00
$130,035.00$135,035.00
$180,010.00$185,010.00

What each input means

Extra Monthly Payment
Additional payment above the minimum.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Debt 1 Balance = 5000, Debt 1 Interest Rate = 18.9, Debt 1 Min Payment = 150, Debt 2 Balance = 12000 = 10 input(s) provided
  2. Calculate Total Debt
    Total Debt
    17000 = $17,000
  3. Calculate Snowball Payoff
    Snowball Payoff = snowball.months
    55 = 55
  4. Calculate Snowball Total Interest
    3138.3 = $3,138.3

Engine last updated .

Frequently Asked Questions

Do the interest rate or minimum payment fields change the Total Debt figure?

Total Debt only sums balances (line 30) — none of the rate or payment fields feed into it. Nudging Debt 1 Interest Rate, Debt 1 Min Payment, Debt 2 Interest Rate, Debt 2 Min Payment, or Extra Monthly Payment by 10% leaves Total Debt completely unchanged, because that output is a running count of dollars owed, not a projection of what you will pay.

Which debt balance moves Total Debt the most?

At the calculator's own defaults, Debt 2 Balance — because it starts more than double the size of Debt 1 Balance ($12,000 versus $5,000), and Debt 3 Balance is left at its $0 default so it isn't part of the total at all (lines 26-28). Total Debt is a plain sum of the entered balances (line 30), so a proportional nudge to whichever balance already makes up the bigger share of that sum moves the total by more — Debt 2 Balance shifts it by roughly 14%, Debt 1 Balance by roughly 6%. That's not permanent, though: Debt 3 Balance shares the same $200,000 ceiling as the other two, so entering a real third debt easily makes it the biggest addend and the one that moves Total Debt the most instead.

Why do Snowball and Avalanche give the exact same payoff time at the defaults?

Because Debt 1, at the default balances and rates, is both the smallest balance and the highest-rate debt at once. Snowball pays off the smallest balance first and Avalanche pays off the highest rate first (lines 34 and 70), so both strategies happen to start with Debt 1 — the payoff order, months, and total interest all come out identical until you set the rates or balances so the two orderings genuinely disagree.

Does leaving Debt 3 Balance at 0 count as a third debt with no balance?

No — Debt 3 Balance, Debt 3 Interest Rate, and Debt 3 Min Payment default to $0, and the engine only adds a debt to the working list once its balance is entered above zero (lines 26-28). Leaving Debt 3 Balance at its default is not the same as entering a $0 debt; it is treated as if that third debt does not exist at all.

What happens if my debts can't realistically be paid off?

The month-by-month simulation stops after 600 months — 50 years — even if the debts are not fully paid off by then (lines 42 and 77). With very large balances, very low extra payments, or a very high rate relative to the minimum payments, the calculator will report whatever total interest and payoff month accumulated up to that 600-month cap rather than flagging that payoff was never actually reached.

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