MORE THAN A MONTHLY INSTALMENT

A home loan. A clearer plan.

See your repayment, total interest and how an extra payment can shorten the journey.

Your home-loan estimate

Change any example to match your quote.

R
R
%
Example only. Use your lender’s nominal annual rate.
years
R
R
Use the fee in your quote; zero excludes it.
A CLEARER MONTHLY PICTURE

Regular monthly repayment

R 13 935

Before extra payments and service fees.

Amount borrowed
R 1 350 000
Monthly outflow including extras & fees
R 13 935
Estimated payoff
240 months
Total interest
R 1 994 290
Loan service fees over payoff period
R 0
Deposit + repayments + service fees
R 3 494 290
R 0 interest saved

0 months sooner with your extra monthly repayments, compared with the same loan without extras.

See the annual remaining balance
Balances after each year. Constant rate, monthly payments; final year may contain fewer than 12 payments.
YearWithout extrasWith your extras
1R 1 330 313R 1 330 313
2R 1 308 347R 1 308 347
3R 1 283 839R 1 283 839
4R 1 256 496R 1 256 496
5R 1 225 988R 1 225 988
6R 1 191 950R 1 191 950
7R 1 153 973R 1 153 973
8R 1 111 602R 1 111 602
9R 1 064 327R 1 064 327
10R 1 011 582R 1 011 582
11R 952 733R 952 733
12R 887 074R 887 074
13R 813 818R 813 818
14R 732 084R 732 084
15R 640 892R 640 892
16R 539 147R 539 147
17R 425 629R 425 629
18R 298 974R 298 974
19R 157 663R 157 663
20R 0R 0

Understand your bond repayment.

Start with your actual quote.

The example interest rate is not a current prime rate or a lender offer. Enter the nominal annual rate your lender quotes, the purchase price and your cash deposit. A larger deposit reduces the principal you borrow.

Extra payments reduce interest.

Interest is charged on the opening loan balance each month. The payment first covers that interest; the rest reduces principal. Extra principal payments can therefore shorten the term and reduce future interest. Check your lender’s terms for access and settlement charges.

Budget beyond the bond.

Transfer duty, conveyancing, bond registration, initiation fees, rates, levies, utilities, repairs and property insurance are excluded. The optional monthly service fee is included separately and does not reduce principal.

Payment = P × r ÷ (1 − (1 + r)⁻ⁿ)

P is purchase price minus deposit, r is nominal annual rate divided by 1,200, and n is the number of monthly payments. At 0% interest the payment is P ÷ n. A R120,000 loan at 0% for 10 years requires R1,000 per month; an extra R1,000 pays it off in 60 months.

What this estimate assumes

Payments happen at month-end, the interest rate stays constant and every extra payment reduces principal immediately. Interest is calculated monthly, so actual daily-accrual lender balances and rounding can differ. No affordability assessment, property valuation or credit recommendation is provided.

Planning estimates, not personal financial advice or a loan quotation. Ask your lender for a full repayment schedule and charges.

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