Markets & Economy · EP42

Markets & Economy: Can a 2x Nasdaq ETF Work Long Term?

Why QLD can look brilliant in a backtest—and why the journey is much harder to survive

EP422026-08-31Intermediate9 min
1.0x

Ready. Select a line to jump into the conversation.

Add word

Save this expression

Here is a result that sounds almost too good to ignore.

That usually means I should pay very close attention to what comes next.

Suppose someone invested ten thousand dollars in Q Q Q in June 2006.

By August 2026, that investment would have grown to roughly two hundred eighteen thousand dollars.

That is already an extraordinary result, but Q L D produced a much larger number.

The same ten thousand dollars would have grown to roughly nine hundred thirty thousand dollars.

So is the obvious lesson simply to use more leverage?

Not until we look at the path between ten thousand and nine hundred thirty thousand.

Good point, because a backtest can show the destination while hiding the experience of getting there.

Let us begin with what these two funds actually do.

Q Q Q tracks the Nasdaq One Hundred, which includes large nonfinancial companies listed on Nasdaq.

Q L D also follows the Nasdaq One Hundred, but it targets twice the index's daily return.

The word daily is the most important part of that sentence.

Q L D does not promise twice the index's return over one month, one year, or ten years.

It resets its exposure each trading day and then compounds the new result.

That creates path dependency, which means the order of daily gains and losses changes the final outcome.

Let us use a simple two-day example with an index starting at one hundred.

On day one, the index rises ten percent and finishes at one hundred ten.

On day two, it falls about nine point one percent and returns almost exactly to one hundred.

The unleveraged index is basically flat after those two days.

A daily two-times fund rises twenty percent on the first day and reaches one hundred twenty.

It then falls about eighteen point two percent and finishes near ninety-eight point two.

The index went nowhere, but the leveraged fund lost almost two percent.

That effect is often called volatility drag.

However, daily compounding can also help when prices move upward in a smoother trend.

If the index gains one percent on two straight days, its total gain is about two point zero one percent.

The two-times fund gains two percent each day and finishes about four point zero four percent higher.

That is slightly more than twice the index's two-day return.

So compounding is not automatically an enemy or a friend.

Its effect depends on direction, volatility, and the sequence of returns.

Now we can return to the historical comparison.

We used adjusted daily prices from June 2006 through August twenty-seventh, 2026.

The comparison assumes one lump-sum investment and includes the effect of fund expenses in market prices.

It does not include an investor's taxes, trading decisions, or personal behavior.

Over that period, Q Q Q delivered an annualized return of roughly sixteen point five percent.

Q L D delivered roughly twenty-five point two percent per year.

That difference became enormous after twenty years of compounding.

One reason is that the Nasdaq One Hundred experienced a powerful long-term upward trend.

Large technology companies produced exceptional growth, and many strong periods had persistent positive momentum.

In that environment, daily leverage repeatedly increased exposure to a rising market.

Q L D also offers capital efficiency because one dollar creates roughly two dollars of daily exposure.

That can leave part of a portfolio available for cash, bonds, or another strategy.

But capital efficiency is useful only if the total portfolio is designed carefully.

Owning one hundred percent Q L D is very different from using a smaller position inside a diversified portfolio.

Now we need to discuss the number that disappears from most exciting social-media charts.

The maximum drawdown for Q Q Q in our comparison was about fifty-three percent.

Q L D's maximum drawdown was about eighty-three percent.

An eighty-three-percent loss turns one hundred thousand dollars into about seventeen thousand dollars.

Recovering from an eighty-percent loss requires a four-hundred-percent gain just to return to the starting point.

That is where mathematical return meets emotional survival.

During 2008, Q Q Q lost roughly forty-two percent for the calendar year.

Q L D lost roughly seventy-three percent in the same year.

Q Q Q returned to its previous 2007 peak near the end of 2010.

Q L D did not recover its old peak until March 2012.

The same pattern appeared again in 2022, although the decline was smaller.

Q Q Q fell about thirty-three percent, while Q L D fell about sixty-one percent.

A strategy can win over twenty years and still feel broken for several years inside that period.

Many investors discover their real risk tolerance only after the loss has already happened.

They may believe they can accept an eighty-percent decline when it exists only in a spreadsheet.

Watching retirement savings fall every week is a completely different experience.

Selling after a major decline can turn a temporary drawdown into a permanent personal loss.

There are also costs beyond the emotional pressure.

Q L D currently has a net expense ratio of about zero point nine five percent.

Q Q Q's total expense ratio is about zero point one eight percent.

Q L D also uses derivatives to maintain daily leveraged exposure.

Those tools create financing, trading, and counterparty risks that a normal index fund handles differently.

Another danger is start-date bias.

Our test begins when Q L D became available, so it includes the global financial crisis.

That makes the comparison more honest than beginning after the crisis.

But the period also includes an unusually strong era for large American technology companies.

A different future path could produce a very different result.

This is why one excellent backtest should not be confused with a law of nature.

Does that mean long-term investors should never consider a leveraged ETF?

The data does not support such a simple answer.

The real tradeoff involves position size, diversification, rebalancing, and the ability to follow a plan.

A smaller leveraged position can create meaningful exposure without making the entire portfolio equally fragile.

Rebalancing can also reduce exposure after large gains and add exposure after major declines.

But rebalancing requires discipline, and it may create taxes or force uncomfortable decisions.

Regular contributions can help because new money buys more shares after a decline.

They do not protect the money that was already invested before the decline.

Investors should also compare Q L D with alternatives, not only with holding cash.

A lower-cost Nasdaq fund, a broad-market fund, or a mixed portfolio may offer more room for error.

The best historical return is not automatically the best strategy for a real person's life.

A strategy must survive job loss, emergencies, changing goals, and the investor's own reactions.

That brings us back to the surprising nine-hundred-thirty-thousand-dollar result.

It is real historical evidence, but it is not a promise about the next twenty years.

The backtest shows that leverage can reward a strong, persistent trend.

The drawdowns show the price of being wrong, early, or simply unable to wait.

Leverage does not create free return.

It trades more exposure today for less room for error tomorrow.

That's all for today's episode.

A good backtest tells us what happened, while a good decision asks what we could actually survive.

Thanks for listening, and we'll see you next time.

Speaking practice

Speak It Out

Think about leverage, backtests, and the risks people can truly handle.

Recording is off. Click a question to play it.

Question 1

Would you accept the possibility of an eighty-percent decline for a higher long-term return? Explain your conditions.

Click to play
Question 2

What should a fair investment backtest show besides the final return? Give at least two measures.

Click to play

Useful Expressions