Loan-to-Invest Calculator
Finance kits
Compare borrowing a lump sum to invest at once against dollar-cost averaging — see the break-even return rate and the gap in annualized returns.
SPXL cranks the world's most-studied index to 3×. The S&P's low volatility makes it look tamer than TQQQ — but 3× is 3×: in March 2020 it lost about 60% in a month. This page runs the real parameters so you can see what 3× broad market actually looks like.
Compare how much of a leveraged ETF to hold versus its plain 1× index — five splits from all-leverage to all-index, rebalanced monthly, quarterly or yearly. See CAGR, drawdown and risk-adjusted return, volatility decay included.
Underlying index
Leverage & rebalancing
The tool compares five fixed splits — 100/0, 75/25, 50/50, 25/75, 0/100 — of this leveraged fund and its plain 1× index, all rebalanced yearly.
Capital & horizon
Strategy comparison
Each column is a split between the 3× fund and its plain 1× index (leveraged % / index %), rebalanced yearly. Effective exposure = leveraged share × 3 + index share × 1 (shown under each split); 0/100 is the plain 1× index.
Median growth by strategy
Based on 500 simulated paths with daily-reset leverage. A simplified lognormal model, not a forecast: real markets have fatter tails, jumps, and shifting volatility, all of which hit leverage harder. Treat as rough odds, not promises.
Under the prefilled assumptions, going 100% SPXL for 10 years lands at a median value of about 949K (≈25.2% annualised) — with a median max drawdown of −67.2% along the way. A 50/50 blend with the plain 1× index comes to about 708K with the drawdown cut to −49.1%; skipping leverage entirely (pure 1× index) gives about 394K at −25.3%.
Monte Carlo simulation seeded with the underlying index's 10-year CAGR and estimated volatility. That decade was a strong bull run — shave a few points off the return and look again.
At the same 3×, SPXL decays less than TQQQ (16% vs 19% underlying volatility — about a 1.4× decay gap), so "3× the market" holds up somewhat better than "3× tech." But remember where the geometric-return curve peaks: at the S&P's historical numbers, 3× sits to the right of the optimum — the extra leverage mostly buys deeper drawdowns, not proportional return. In the five-column comparison, 50/50 and 25/75 are frequently the best risk-adjusted spots: ~1.5–2× effective exposure, right back in optimal-leverage territory. That's also how it gets used in practice — SPXL is an exposure dial, not an all-in holding.
Good fit: raising broad-market exposure with a small capital outlay — e.g. 25% SPXL + 75% cash ≈ 1.5× effective exposure, with dry powder left for rebalancing.
Watch out: SPXL lost ~60% in March 2020 alone, and a 2008-scale bear simulates into −90% territory. US circuit breakers cap a session at −20%, meaning a 3× product can theoretically do −60% in a single day.
No simulation here — replay real monthly prices over any window you choose: initial lump sum + monthly contributions, five splits side by side.
Data as of 2026-07-04 (Yahoo Finance monthly, 1996-07 → 2026-06).
Replay result 1996-08 → 2026-06
⚠ 148 months in this window use pre-listing synthetic backfill (before 2008-12, shaded on the chart) — replayed from the underlying's real daily returns; method and validation are recorded with the data.
Actual portfolio growth per split
The replay uses real (partly synthetic-backfilled) monthly adjusted prices — dividends and splits included; trading costs, taxes and spreads are not. Prices come from Yahoo Finance via automated processing and may contain errors or gaps; synthetic-backfill segments are estimates that can deviate from actual performance, so treat the results as indicative only. Past performance does not predict future returns.
This is a free side project I built in my spare time. If it saved you time or helped you think through a decision, buying me a coffee keeps the lights on!
How much of a leveraged ETF should you hold versus the plain index? Compare 100/0, 75/25, 50/50, 25/75 and 0/100 splits of a 2×/3× fund and its 1× index — all rebalanced yearly — on CAGR, max drawdown, Sharpe and Calmar.
Built by indigo.la.ringo · AppicLab ·
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