Most people evaluate consolidation by comparing monthly payments. That's a mistake. A lower monthly payment doesn't always mean less total interest paid. You need to calculate total interest over the entire payoff timeline.
Example: You have $10,000 in credit card debt at 22% APR with 5 years remaining, costing $5,500 in interest if you pay $200/month. A consolidation loan offers $10,000 at 15% APR over 5 years, costing $4,150 in interest with $214/month payment. Consolidation saves $1,350 in total interest, but your monthly payment goes up $14. Most people would accept this trade.
But if consolidation extends the timeline to 7 years instead of 5, the calculation changes completely. Now total interest might be $5,800—more than the original cards despite the lower APR. The extended timeline kills your savings.
Write down every debt: balance, current APR, minimum payment, and months remaining. Example:
For each debt, use the formula: Total Interest = (Monthly Payment × Months Remaining) - Current Balance. This gives you total interest paid if you continue current repayment.
Apply for a consolidation loan. Lenders will give you APR, loan term (24, 36, 48, 60 months), and monthly payment. Example offer: $10,000 at 14% APR over 60 months = $236/month payment.
Note the origination fee if any. A $10,000 loan with 3% origination fee actually costs you $10,300 borrowed. This increases your total interest calculation.
Total Interest = (Monthly Payment × Months) - Amount Borrowed. Using the example: ($236 × 60) - $10,000 = $14,160 - $10,000 = $4,160 total interest over 5 years.
Current debts cost $2,550 in interest. Consolidation loan costs $4,160. Consolidation costs $1,610 more despite lower APR. Why? Longer payoff timeline (5 years vs. ~3.5 years on current debts). In this case, don't consolidate.
Current situation: $20,000 at average 20% APR, $400/month payment. Payoff timeline: 60 months. Total interest paid: $4,000.
Consolidation offer: $20,000 at 14% APR over 60 months = $470/month. Total interest: $8,200 - $20,000 = ($470 × 60) - $20,000 = $8,200. Wait, that's wrong. Let me recalculate: total payments = $470 × 60 = $28,200. Interest = $28,200 - $20,000 = $8,200.
Result: Consolidation costs $4,200 MORE in total interest, even at lower APR, because the timeline hasn't changed (both 60 months) but the loan amount is higher. This would be a bad consolidation.
Better consolidation offer: $20,000 at 14% APR over 48 months = $507/month. Total payments = $507 × 48 = $24,336. Interest = $4,336. This saves $336 compared to current debt while accelerating payoff from 60 to 48 months. This is worth it.
Consolidation costs more if: (1) APR drops only slightly (24% to 20%) but term extends (3 years to 5 years), (2) Origination fees are high (5%+) on an already marginal savings, (3) You consolidate credit cards then re-use the cards immediately (now you have both consolidated loan + credit card debt), (4) You're extending payoff timeline to lower monthly payment without reducing total interest.
Consolidate if total consolidation interest is lower than remaining interest on current debts AND you don't re-borrow on the freed-up credit cards. The math must account for: same or shorter payoff timeline, APR drop substantial enough (at least 4-5 percentage points), and origination fees are reasonable (under 3%).
Consolidation only works if you stop using credit cards after paying them off. If you consolidate $20,000 in credit cards, then re-charge $10,000 immediately, you now have $30,000 in debt—not $20,000 consolidated.
This is why consolidation fails for many people. They consolidate credit cards at 20% into a loan at 14%, feel relieved, then re-use the now-available credit cards. Mathematically, the consolidation saved money. Behaviorally, total debt increased.
Only consolidate if you're committed to cutting up the cards or converting them to zero-balance accounts.