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Chipping Norton vs Kiama Heights

Property investment comparison - Chipping Norton, NSW 2170 vs Kiama Heights, NSW 2533

Head-to-head across core investment metrics: Chipping Norton wins 5, Kiama Heights wins 0. The better choice depends on whether you're optimising for cash flow, growth, affordability, or liquidity, the table below highlights the winner on each metric.

MetricChipping NortonKiama Heights
Median house price$1.6M$1.6M
Median unit price$825K$850K
Gross rental yield (houses)3.00%3.00%
Gross rental yield (units)4.00%3.99%
1-year house growth+6.0%-1.4%estimate
3-year house growth+16.5%-
Vacancy rate1.9%3.7%
Population9,412878

Chipping Norton vs Kiama Heights: what the numbers say

The median house price is $1.6M in Chipping Norton and $1.6M in Kiama Heights, so Chipping Norton is the cheaper entry point, with Kiama Heights houses about 1% dearer.

For units, Chipping Norton sits at a median of $825K against $850K in Kiama Heights, which makes Chipping Norton the more affordable unit market and Kiama Heights the pricier one.

Gross rental yield on houses is effectively level, at 3.00% in Chipping Norton and 3.00% in Kiama Heights, so neither suburb has a cash flow edge on houses.

Over the past year house prices moved +6.0% in Chipping Norton and -1.4% in Kiama Heights (an estimate), so recent momentum favours Chipping Norton, while Kiama Heights went backwards.

Rental vacancy is 1.9% in Chipping Norton and 3.7% in Kiama Heights, so landlords in Chipping Norton face less competition for tenants. Anything under 2% is generally read as a tight market where tenants compete for homes.

Chipping Norton is the bigger suburb, with a population of 9,412 against 878, roughly 11 times the size of Kiama Heights; a larger suburb usually means a deeper pool of buyers and tenants.

In short: Chipping Norton for a lower purchase price, Chipping Norton for recent price momentum, Chipping Norton for the tighter rental market. Which matters more depends on whether the investor is buying for cash flow, capital growth or affordability.

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