“If you have $100,000, is it better to buy real estate or invest in ETFs?”
Many people quickly answer:
“Real estate allows leverage.”
That’s true.
The most distinctive feature of real estate investing is the ability to use borrowed capital (leverage).
But leverage does two things at the same time:
- It increases potential returns
- It also increases risk
In this article, we compare a simplified scenario based on:
- $100,000 personal capital
- Real estate purchase using 60% leverage
- 10-year holding period
- Property appreciation scenarios of 3% and 5% annually
- Interest costs and taxes considered conceptually
This helps illustrate how the structure of real estate investing compares with ETFs.
1️⃣ Setting Realistic Assumptions
Let’s assume a simplified apartment purchase scenario.
To keep the example clear, we ignore location, size, and other property-specific factors.
Property purchase price: $250,000
Equity (cash): $100,000
Mortgage: $150,000 (60%)
Interest rate: 4% annually
Holding period: 10 years
Average annual price appreciation: 3% (conservative assumption)
2️⃣ What Happens If Property Prices Rise 3% Annually?
If the property price grows at 3% annually for 10 years,
the value becomes approximately:
$250,000 × (1.03)¹⁰ ≈ $336,000
Total capital gain:
≈ $86,000
At first glance this looks attractive.
Starting with $100,000 and earning $86,000 in gains
means an apparent 86% return on equity.
However, this calculation does not yet include
the cost of borrowing.
👉 Related reading: $100,000 Fixed Deposit vs CMA vs ETF Over 10 Years — Which Is the Most Rational Choice?
3️⃣ When Mortgage Interest Is Included

Assume the mortgage structure remains unchanged:
Mortgage: $150,000
Interest rate: 4%
Annual interest payment:
≈ $6,000
Over 10 years:
≈ $60,000 total interest
Now the calculation changes.
Property appreciation gain: $86,000
Minus interest payments: $60,000
Net gain ≈ $26,000
After including transaction costs, taxes, and maintenance expenses,
the real profit may become even smaller.
This illustrates a key point:
When property appreciation is only modest,
leverage can significantly reduce effective returns.
👉 Related reading: Why Your Portfolio Should Be Simpler When You Have Debt
4️⃣ What If Property Prices Grow 5% Annually?
Now consider a stronger housing market scenario.
$250,000 × (1.05)¹⁰ ≈ $407,000
Total capital gain:
≈ $157,000
Subtract mortgage interest:
$157,000 – $60,000 = $97,000
In this case, the return on the original $100,000 equity
is roughly 97% over 10 years.
This demonstrates the core principle of real estate investing:
Leverage becomes powerful only when price appreciation exceeds borrowing costs.
But when price growth slows or stagnates,
leverage can quickly turn into a financial burden.
👉 Related reading: How Should Stock & ETF Strategy Change After Buying Real Estate?
5️⃣ Comparing With ETF Investing Over 10 Years
From previous simulations, ETF investments may produce outcomes like:
Assuming long-term investing with periodic rebalancing:
| Annual Return | Value After 10 Years |
|---|---|
| 7% | about $196,700 |
| 10% | about $259,400 |
Real estate characteristics:
- leverage potential
- interest and tax obligations
- low liquidity
- maintenance or vacancy risks
ETF characteristics:
- no leverage required
- higher short-term volatility
- high liquidity
- low management costs
The fundamental difference lies in the structure of growth.
Real estate → leveraged growth model
ETFs → market compounding model
👉 Related reading: If You Invest $100,000 in ETFs — What Could It Become in 10 Years?
📌 Final Thoughts
If $100,000 is used to purchase real estate and held for 10 years,
the outcome depends heavily on the property’s appreciation rate.
At 3% annual growth,
returns after interest costs may be modest.
At 5% or higher growth,
leverage can significantly amplify profits.
But several factors determine the outcome:
- mortgage interest rates
- sustainability of property appreciation
- taxes and maintenance costs
- ability to maintain cash flow
Real estate investing is not simply a return game.
It is largely a leverage management game.
That’s why investment decisions should begin not with expected returns,
but with a clear understanding of the structural mechanics of the investment.
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