This, of course, is an increasingly common view in the “internet wonk community” (one I consider myself an member of), distinct from the related and equally-prevalent view that ‘homeownership should be much less subsidized than it it now.’
This is also a view I take issue with, which you’d already know if you read my big Piketty #thinkpiece – you read my big Piketty #thinkpiece, right? right? – and one that I think needs a little elucidating and defending in detail.
There are three basic reasons that buying a house is a vastly better investment than current wonkpinion suggests. The first is that making large leveraged investments can pay off hugely even if the underlying growth rate of the purchased asset is slow. Let’s demonstrate.* Let’s take an average American buying an average house in an average way – $200,000 purchase price, 20% down, 4% closing costs, 5% interest rate. Now let’s say the value of that house grows reeeeeeeally slowly – just 0.3%/year, which just so happens to be the compounded annual growth rate of the Case-Shiller index since 1947.
If our average American sells their house after 10 years, their initial $48,000 equity investment will become $67,691.08 – which means their equity grew at a CAGR of 3.5%! If they sell after 15 years, they’ll net $92,209.57, which is a CAGR of 4.45%. Hey, that’s a lot higher than the 0.3% growth rate of the house’s price itself, isn’t it?
It sure is! The amazing power of leveraged investments is that you can turn a little bit of equity into a large return, as Matt Yglesias notes concisely here. Here, in fact, is a nice little graph demonstrating the implied return rate of selling your house after making regular mortgage payments for a given number of years, given the interest rate paid, assuming that meager 0.3% growth rate:
After 13 years, you’ll get a 3% return even at a very high interest rate; at 19 years, you’ll get a 4% return. In fact, you can assume zero growth and still get a substantial return on your initial investment – as long as you don’t count the regular payments on the debt.
Hey, what about the regular payments on the debt?
Good question! This brings us to my next two points. Because if leveraged investments are so awesome, why don’t we empower (and perhaps subsidize) average people to make large leveraged investments in stocks, which have a much larger underlying growth rate? Beyond all the other problems with that idea (not that nobody has pitched it), the thing about a house is that it has an unusual counterfactual. If you buy stocks with leverage, in theory the payments on the debt should come out of your savings, creating a counterfactual of simply saving and investing that money. But the counterfactual to owning is renting. This creates some curious conditions that lead to my next two points in favor of buying a house – inflation protection and subsidies.
There is obviously some connection between the purchase price of a house (and therefore the amortized monthly payment on the mortgage) and the rent it could fetch – regardless of where you fall on the capital controversy that dare not speak its name, there must be some fundamental link between the price of an asset and its expected returns. However, a mortgage is detached from the imputed rent (the flow of sheltering services) a house delivers, and therefore is nominally frozen in a way that rents are not. So therefore even if a mortgage today is substantially more expensive than the rent payment on an equivalent housing unit, in thirty years even very low inflation will change that drastically. Just 2% average annual inflation entails an 80% increase in the price level over three decades, meaning the annual mortgage payment declines by nearly half over that time. Rent, in the meantime, keeps going up (except in rare cases which can entail its own problems), at least as fast as inflation. Therefore even a mortgage whose monthly payment is more expensive than a rent payment today will be much cheaper than renting in a few years.
Aha, you might say, but there is a problem with this – the magic of compound interest means that the difference-in-monthly-payment savings accrued today by the renter will be much more valuable in retirement than the parallel savings accrued years from now by the owner. This is true! But that’s where the subsidies kick in. Our primary national subsidy for homeownership is to allow mortgage-payers to deduct the interest portion of their payments from their income – and the amortization structure of mortgages means the share of payments comprised of interest are highest right when the mortgage begins, and declines until the loan expires:
This benefit comes when “housing” costs – really, housing-purchase-debt costs – are at their highest, also because earlier in life is when incomes are their lowest. It is difficult – very difficult – to defend the home mortgage interest deduction as currently structured, as such a large portion of the benefit goes to such a small and disproportionately well-off group. It is worth considering, though, whether the idea at the core of the program is sound. And either way, whether you think we should have them or not doesn’t mean that you don’t consider them when considering what constitutes a good investment under the status quo.
Of course, I haven’t even touched on imputed rents once a house is fully-owned (or, conversely, actual rents), which are of course the most important return to a house, well beyond the capital gains discussed heretofore. But this leads to the most important conclusion: not that houses are such a great investment per se; just that they’re a great investment for people without a lot of capital because of their unique pathway to leverage. If you had half-a-million dollars, should you buy a house (or apartment) to rent or a portfolio of financial products? Almost always the latter. But if you only have an order of magnitude less than that to your name, it may make sense to buy something with a lower return (not to mention wholly undiversified) because you can lever up. Just another way that large capital concentrations can secure higher returns – or at least exercise more freedom of action.
Spreadsheet, as always, attached – calculate your own expected returns on your housing investment!
*All of these numbers are real and net-of-depreciation unless otherwise noted.