Debt Payoff Explorer: Snowball vs. Avalanche
Getting out of debt starts with a plan. This interactive tool compares the two most popular payoff methods—**Debt Snowball** (quick wins, psychological boost) and **Debt Avalanche** (most interest saved, mathematically optimal)—so you can choose the strategy that best fits your financial and emotional needs.
Enter Your Debts
Debt Name | Current Balance (Rs) | Interest Rate (APR %) | Minimum Payment (Rs) |
---|---|---|---|
This is the fixed extra amount you will pay toward the prioritized debt each month.
Debt Avalanche Method 🏔️
Saves the **most money** by targeting the highest-interest debt first.
Time to Debt Freedom
Debt Snowball Method ☃️
Provides the **quickest wins** by targeting the smallest balance first.
Time to Debt Freedom
How Debt Reduction Strategies Work (The Math vs. The Mindset)
Both the Snowball and Avalanche methods share the same core principle: pay the minimum on all debts, and aggressively apply an *extra* amount to only one prioritized debt. Once that debt is paid off, the entire amount you were paying (the minimum + the extra) "rolls over" to the next debt on the priority list.
1. The Debt Avalanche: Pure Mathematical Efficiency
The Avalanche method orders your debts by **highest interest rate first**. This approach ensures you pay the absolute minimum in total interest because you eliminate the most expensive debt first. It is the financially superior choice, but it can be a psychological struggle if your highest-interest debt also has the largest balance, leading to a long wait before the first "win."
2. The Debt Snowball: Motivation and Momentum
The Snowball method orders your debts by **smallest balance first**, ignoring the interest rate. The goal is to get quick "wins" (paying off small debts fast) to build momentum and maintain motivation. While you may pay slightly more in interest, the behavioral change and psychological boost are often powerful enough to help people stick to the plan and ultimately get debt-free faster than they would by using the mathematically optimal, but frustrating, method.
The Core Loan Amortization Formula:
The monthly interest is calculated based on the remaining principal. The payoff calculation is an iterative process using the following formulas for each month:
- **Monthly Interest:** $I_{month} = \frac{\text{Remaining Balance} \times \text{APR}}{12}$
- **Principal Paid:** $P_{paid} = \text{Total Payment} - I_{month}$
- **New Balance:** $\text{New Balance} = \text{Remaining Balance} - P_{paid}$
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