Total cost of loan

Fixed-rate annuity payment, interest, and fees outside the instalment — origination, insurance, monthly charges. Optionally compare two offer scenarios.

Fixed annuity at a constant rate. Fees are added outside the contractual payment. This is not a lender’s statutory APRC — an educational all-in cost. Currency follows the header.

Input data

Additional options (fees & scenario B)

Scenario B — fill any field to compare offers. Empty B fields inherit Scenario A.

Result

Enter data and click Calculate.

How results are calculated

Payment = annuity from principal, annual rate, and term in years (fixed monthly instalment).

Total of payments = payment × number of months. Interest = total of payments − principal.

Fees = origination + other + (lump insurance or monthly insurance × n) + monthly fee × n.

All-in cost = total of payments + fees. Effective monthly cost = all-in ÷ n. Cost per 1,000 = all-in ÷ principal × 1,000.

How to use the calculator

  1. Enter the loan amount, annual interest rate (%), and term in years.
  2. Optionally open Additional options and add origination, insurance, a monthly fee, or other charges.
  3. To compare offers, fill Scenario B fields (empty = Scenario A values).
  4. Compare payment, fees, all-in, and cost per 1,000 — the note highlights the cheaper option.

Usage examples

Example 1 — 5-year loan with fees

  • Amount: 50,000
  • Rate 11%, term 5 years
  • Origination 1,000 + 15/mo.

Payment ≈ 1,087.12
All-in ≈ 67,127.20

Fees outside the instalment raise the real cost above total repayments alone.

Example 2 — Longer term

  • Amount: 50,000
  • Rate 11%, term 8 years
  • Same fees as Example 1

Lower payment ≈ 785.42
Higher all-in ≈ 77,840.32

A longer term cuts the payment but usually raises total cost.

Example 3 — A vs B comparison

  • A: 9%, origination 1,600, ins. 50/mo., other 400
  • B: 8.2%, origination 3,200, ins. 900 once
  • Amount 80,000, 6 years

B cheaper by ≈ 4,492
(all-in)

A lower rate can beat a higher fee — compare all-in, not only the payment.

How to interpret the result

  • Total cost shows how much you repay above the borrowed amount – not only in interest, but also in fees that sit outside the instalment itself.
  • The result is useful for comparing two scenarios or offers in a simple way, but it does not replace statutory APR/APRC or a full review of lender documents.
  • If two offers have a similar instalment but different upfront or monthly fees, this calculator is where that difference becomes the clearest.

When to choose another tool

  • Monthly instalment amount → Loan instalment or Mortgage instalment
  • Simplified yearly cost percentage → APR estimate
  • Quick simple cost sketch without richer assumptions → Cost of loan

FAQ

What counts toward total borrowing cost in this calculator?

Annuity repayments (principal + interest) plus fees outside the payment: origination, insurance (lump or monthly), a monthly fee, and other known charges. Educational model — not a statutory APRC.

How is total of payments different from all-in cost?

Total of payments is only the contractual schedule. All-in adds fees you pay separately or alongside the instalment.

How is monthly insurance counted?

Monthly amount × number of payments (years × 12). In lump-sum mode, insurance is added once to fees.

When does Scenario B comparison turn on?

When you fill at least one Scenario B field (rate, term, amount, or fees). Empty B fields inherit Scenario A values.

What does cost per 1,000 borrowed mean?

All-in cost ÷ loan amount × 1,000 — useful when comparing offers of different sizes.

Does this replace a lender’s APR / APRC?

No. Lender APRC may be computed differently. Here you get a transparent all-in cost; use the simplified APR calculator for an educational rate estimate.

Where can I see a month-by-month schedule?

In the amortization schedule with extra payments calculator — this tool focuses on all-in cost and offer comparison.

Where does the currency in the results come from?

From the currency set in the page header. Changing it updates amount formatting.

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