Buying a Home vs. Buying Stocks
- Ryan Palardy,
- December 24, 2025
Should you buy a home in Seattle now, or keep renting and put everything into the stock market instead? Let’s run the real 10-year after-tax numbers.
Seattle homes are expensive, and high earners here are smart enough to ask hard questions. One of the most common:
“Why would we buy at these prices when we could keep renting and invest in the stock market instead?”
It’s a valid question when you consider the long-term returns of both assets:
Yes, stocks outperform housing in long-term charts. But this isn’t a choice between two line graphs. It’s a real-life decision between living in a home you own—using leverage, with tax advantages—versus renting and investing the difference with after-tax income. Once you account for those differences, the comparison becomes much more nuanced.
This article walks through a realistic Seattle scenario and compares:
If you want more historical context on how local housing has behaved, this pairs well with Twelve Decades of Seattle Homes and our piece on what happens if interest rates do not go down.
Many of the Seattle and Bellevue buyers we work with share a similar profile: two strong professional incomes, early-to-mid 30s, and either a young child or plans for one soon. They’re deciding whether to buy a long-term home in the $1.3M–$1.7M range or continue renting while investing heavily in stocks—often through ongoing RSU vesting. We’ll use their price range and profile as an example of how to compare the returns on buying a home vs investing in stocks.
If $1.5M is not your price point, that is okay; $1.5M is a ridiculous sum of money. The good news: the math scales roughly in proportion to sales price. If you want to see this tuned to your actual budget and neighborhoods, that is something we can model with your real numbers.
Purchase assumptions:
Ongoing ownership costs (the part people often skip):
Total monthly cash out for owning:
Total ≈ $10,110/month going out for housing.
On a $1.2M loan at 6.5%, over the first 10 years you pay down about $182,700 of principal. That averages to roughly $1,500/month in “forced savings” that turns into equity.
If we subtract that principal from your total cash out, your economic housing cost (money that is gone, not turning into equity) is closer to:
$10,110 − ~$1,500 ≈ ~$8,600/month
You skip the purchase and:
That $2,800/month is the gap between the owner’s net housing cost (~$8,600) and the $5,800 rent.
To keep expectations realistic for a high-income Seattle household investing in a taxable brokerage account, we apply:
Put simply: most of your money compounds without being taxed until you sell, but taxes on dividends and some realized gains slightly slow your growth each year. Then at the end there is a real tax bill on the gain above your contributions.
For this example we will look at two reasonable stock market paths:
At the end of 10 years we then apply the 30.8% capital gains tax to the actual gain on the investments, not to the whole account.
We will look at two home-price paths for your $1.5M purchase:
After 10 years the remaining loan balance on the $1.2M mortgage at 6.5% is roughly $1,017,000.
Capital gain = net sale after costs − original $1.5M basis:
After-tax equity at 3% growth ≈ $848,000 (rounding to the nearest thousand)
Capital gain = net sale after costs − original basis:
After-tax equity at 7.2% growth ≈ $1,763,500 − $240,000 ≈ $1,523,000
Now we look at the renting household that:
Total contributions over 10 years:
Using consistent monthly compounding and monthly contributions:
Gain = $1,045,000 − $636,000 ≈ $409,000
Capital gains tax at 30.8% ≈ $126,000
After-tax investment value at 6.7% ≈ $1,045,000 − $126,000 ≈ $919,000
Gain = $1,309,000 − $636,000 ≈ $673,000
Capital gains tax at 30.8% ≈ $207,000
After-tax investment value at 9.7% ≈ $1,309,000 − $207,000 ≈ $1,101,000
| Path | Assumptions | 10-Year After-Tax Wealth |
|---|---|---|
| Buy $1.5M home | Home value grows at 3%/year | ≈ $848,000 after-tax equity |
| Buy $1.5M home | Home value grows at 7.2%/year | ≈ $1,523,000 after-tax equity |
| Rent and invest | Portfolio returns 6.7%/year after ongoing tax drag | ≈ $919,000 after-tax |
| Rent and invest | Portfolio returns 9.7%/year after ongoing tax drag | ≈ $1,101,000 after-tax |
What this really tells us:
To put this in context, here’s a 20-year chart comparing King County average home prices to the S&P 500. Both series are indexed to 100 at the start so you can see relative growth.
On paper, the S&P 500 wins on raw return. But remember: your home is a leveraged, partly tax-sheltered asset you live in, not a small slice of a large index fund.
For short holds, buying is financially fragile. You need strong appreciation just to break even. Renting usually makes more sense.
By year five you are in true “could go either way” territory. Your outcome depends heavily on how the market behaved during those years and how disciplined you were with investing if you rented.
Over 10+ years, buying a well-located home in a strong neighborhood often comes out ahead in practice, especially if you value stability and know you are not a perfect “invest every spare dollar” household.
The rent and invest strategy assumes you:
Some households genuinely do this. Many do not. Homeownership forces you to save through principal paydown and locks that equity into an asset you are less likely to casually spend.
If you work in tech or a related field, you may already have heavy stock exposure through salary, RSUs, and retirement accounts. Owning a home can add real-asset exposure to your balance sheet and make your overall financial life feel less tied to market swings, even if the expected returns are similar.
Once kids are in the picture, staying put has its own economic value. Fewer moves, more control over schools and commutes, and less time spent scrambling for the next lease. Those friction costs do not show up neatly in a chart, but they matter in real life.
The math here does not say “housing always beats stocks” or “renting is always smarter.” It says something more nuanced:
“Given our income, savings, time horizon, and risk tolerance, which path is least likely to be a bad decision for the life we actually want to live?”
If you would like to see this math with your real numbers—your income, your target price, your rent, your current investments—we can build a custom side-by-side for you.
Reach out here and we will walk through the tradeoffs in plain language, using a model that fits your actual life rather than just averages.