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Eliminate Debt Much Faster By Restructuring The Way You Pay Your Monthly Debts

Restructuring debts for accelerated payoff

The quickest way to retire your debt is to 1) determine what your total debt payment is now, then 2) sort your debts from highest interest rate to lowest, then 3) continue to make the same total payment amount except pay Minimum Payments on all debts except the highest rate debt, then 4) once the highest rate debt is paid off apply those new savings to the next highest rate debt and so on. Use this calculator to determine the interest and time saved using this 'Roll-Over' technique along with the potential increase in savings once all the debts have been paid off. The calculator will sort the debts for you when completing the analysis. You may also apply an extra amount to the total payment to accelerate debt payoff even further.

Current Debt Information

CreditorBalanceMinimum
Payment
Actual
Payment
Interest
Rate
(0% to 40%)
Debt-1 (\$)
Debt-2 (\$)
Debt-3 (\$)
Debt-4 (\$)
Debt-5 (\$)
Debt-6 (\$)
Debt-7 (\$)
Debt-8 (\$)
Debt-9 (\$)
Debt-10 (\$)
Debt-11 (\$)
Debt-12 (\$)
Debt-13 (\$)
Debt-14 (\$)
Debt-15 (\$)
Debt-16 (\$)
Debt-17 (\$)
Debt-18 (\$)
Debt-19 (\$)
Debt-20 (\$)

Debt Payoff Calculator Example

Embedded Example of this Debt Payoff Calculator

Embedded Example of this Debt Payoff Calculator

How to Conquer Credit Card Debt

While credit is very important to the economy, its abuse is harmful. Credit is extended with the faith that borrowers will repay the debt. Goods and services are provided on credit with the expectation that they will be paid for with money in the future. Credit makes commerce more convenient. When credit is abused, everyone loses. Credit abuse increases the cost of credit to everyone.

One should never use credit to purchase things for which one will not be able to pay in the future. Many impulse purchases are made on credit with little thought given to how the debt will be repaid in the future. If one calculated the true cost of goods bought on credit, one would have second thoughts about making the purchase in the first place. Here is an example: a new television flat-screen HDTV model retails for \$5,000. If purchased on a credit card with a 12% annual percentage rate (APR) compounded daily, and with minimum monthly payments of \$166 paid over three years, it winds up costing over \$5,980. Is it worth almost \$1,000 more to have it now (furthermore, the retail price in 3 years will probably drop)? That is like going into a store that advertised "SALE--ADD 20% TO EVERY PURCHASE."