Buying vs renting calculator

Compare the long-run financial outcome of buying a home with renting a similar home and investing the difference — using your own assumptions for property growth, rent increases and investment returns.

Updated 5 November 2026 Estimate Prime lending rate: 10.75% (repo 7.25%, since 23 September 2026)

Your details

Your assumptions

Your result

Buying comes out ahead after 10 years Your assumptionR33 138Difference in wealth, based on your assumptions
Buyer’s wealthR1 215 106Home equity plus any savings invested
Renter’s wealthR1 181 968Deposit and monthly savings invested

Buying

Upfront cash (deposit, transfer duty, costs)
R218 700
Transfer duty (official) Official
R8 700.00
Monthly bond repayment
R13 705.59
Interest paid over 10 years
R1 299 932
Ownership costs over 10 years
R395 424
Total cash spent on buying
R2 258 795
Estimated property value Your assumption
R2 220 366
Estimated equity (value less bond)
R1 215 106

Renting

Rent paid over 10 years
R1 660 282
Investment opportunity: value of invested savings Your assumptionWhat the deposit and monthly differences could grow to
R1 181 968

Wealth over time

YearProperty valueBond balanceBuyer’s wealthRenter’s wealth
1R1 560 000R1 329 676R230 324R303 387
2R1 622 400R1 307 056R315 344R390 700
3R1 687 296R1 281 881R405 415R480 646
4R1 754 788R1 253 862R500 926R573 220
5R1 824 979R1 222 679R602 301R668 406
6R1 897 979R1 187 972R710 006R766 175
7R1 973 898R1 149 346R824 552R866 484
8R2 052 854R1 106 356R946 497R969 274
9R2 134 968R1 058 511R1 076 457R1 074 468
10R2 220 366R1 005 261R1 215 106R1 181 968
  • Both sides spend the same each month: whoever has the lower monthly cost invests the difference at your investment return.
  • Selling costs (agent commission), capital gains tax and tax on investment returns are not included. Results are very sensitive to the growth and return assumptions.

How the comparison works

The calculator simulates both choices month by month:

  • Buyer: pays the deposit, transfer duty (from the SARS table) and attorney costs upfront, then the bond repayment plus ownership costs each month. Wealth = property value − bond balance (+ anything invested in months when renting would have cost more).
  • Renter: invests the buyer’s upfront cash on day one, pays rent each month and invests the difference whenever the buyer’s monthly cost is higher. Wealth = the investment portfolio.

Rent and ownership costs rise once a year by the rates you choose; property values and investments grow monthly at the equivalent of your annual rates.

What is not included

Agent commission when selling, capital gains tax, tax on investment returns, and the non-financial benefits of owning (security, freedom to renovate) or renting (flexibility).

Worked examples

R1.5 million home vs R11 000 rent over 10 years

The buyer pays the bond, rates, levies and maintenance; the renter invests the deposit, transfer costs and the monthly difference. Which comes out ahead depends heavily on property growth versus investment returns.

Buying comes out ahead after 10 years Your assumptionR33 138Difference in wealth, based on your assumptions
Buyer’s wealthR1 215 106Home equity plus any savings invested
Renter’s wealthR1 181 968Deposit and monthly savings invested

Buying

Upfront cash (deposit, transfer duty, costs)
R218 700
Transfer duty (official) Official
R8 700.00
Monthly bond repayment
R13 705.59
Interest paid over 10 years
R1 299 932
Ownership costs over 10 years
R395 424
Total cash spent on buying
R2 258 795
Estimated property value Your assumption
R2 220 366
Estimated equity (value less bond)
R1 215 106

Open this example in the calculator

The same choice over 20 years

Over a longer period the bond is paid off and the buyer’s monthly costs fall to ownership costs only, which usually favours buying.

Buying comes out ahead after 20 years Your assumptionR944 679Difference in wealth, based on your assumptions
Buyer’s wealthR3 750 011Home equity plus any savings invested
Renter’s wealthR2 805 332Deposit and monthly savings invested

Buying

Upfront cash (deposit, transfer duty, costs)
R218 700
Transfer duty (official) Official
R8 700.00
Monthly bond repayment
R13 705.59
Interest paid over 20 years
R1 939 342
Ownership costs over 20 years
R1 103 568
Total cash spent on buying
R4 611 610
Estimated property value Your assumption
R3 286 685
Estimated equity (value less bond)
R3 286 685

Open this example in the calculator

Frequently asked questions

Is it better to rent or buy in South Africa?

It depends on how long you will stay, the price-to-rent ratio in your area, interest rates, and how disciplined you are about investing the difference if you rent. Buying tends to win over long periods; renting can win over short periods or when prices grow slowly.

Why does the renter invest money?

To compare fairly, both people spend the same amount each month. The buyer’s upfront cash (deposit, transfer duty and fees) and any monthly cost above rent are invested by the renter instead.

What growth rate should I use for property?

Be cautious. National house price indices have, over many recent years, grown at or below consumer inflation, though some areas did better. Try a few rates to see how sensitive the answer is.

Sources and references

  1. SARS — Transfer duty
  2. Statistics South Africa — Consumer Price Index