NVDY Dividend Calculator

Three projection scenarios

The calculator on this page uses NVDY's current forward yield of approximately 60% as its starting point. Because NVDY launched in May 2023 and has fewer than five full calendar years of history, there is no computed five-year dividend growth rate. The calculator's default 7% annual DGR is a generic fallback, not a forecast derived from NVDY's actual payout history. The three scenarios below explore what that default assumption implies versus more conservative alternatives — all using $10,000 as the starting investment, $200 monthly contributions, and DRIP enabled.

Base case: 60% yield, 7% DGR

The base case applies the calculator's default settings. At a 60% forward yield, the starting annual income on $10,000 is roughly $6,000 — a substantial portion of the initial investment returned as distributions in year one. With DRIP enabled and $200 monthly contributions, the share count grows each month from both reinvested distributions and new capital. Apply a 7% DGR on top of that compounding and the projected income trajectory rises steadily over long horizons.

At the 5-year mark, the combination of share-count compounding and the assumed DGR produces a noticeably higher annual income run-rate than year one. At 10 years, the compounding effect is more pronounced — the reinvested distribution income from prior years is itself generating distributions. At 25 years, the projection implies an income stream that dwarfs the original capital by a wide margin.

These numbers are mathematically correct given the inputs — but they should be treated with substantial skepticism for NVDY specifically. A 7% annual growth in NVDY's per-share distribution assumes the option premium environment, NVDA's volatility, and the fund's NAV trajectory all remain favorable over decades. None of those conditions is reliable, and the 7% DGR is a generic placeholder, not an NVDY-specific estimate. The base-case output is most useful as a benchmark to compare against the flat and shrinking scenarios below.

Flat distribution: 60% yield, 0% DGR

The flat-distribution scenario assumes option premiums — and therefore per-share distributions — stay roughly constant in nominal terms over the projection period. No growth, no decline. The same 60% starting yield compounds purely through share-count accumulation under DRIP and ongoing $200 contributions.

Compared to the base case, this outcome produces a noticeably lower annual income at each time horizon. At 5 years the gap is visible; at 25 years the divergence is large. The flat scenario is the most natural planning assumption for an option-income fund with no dividend-growth history and a vol-dependent payout — it captures the compounding from reinvested distributions without embedding an optimistic premium-growth assumption. Investors who want a conservative floor for planning purposes should weight this scenario more heavily than the base case.

This scenario is also relevant for thinking about a vol-stabilization outcome: if NVDA's realized volatility settles into a lower, steadier regime after the current AI build-out period, option premiums available for harvest may compress, and the flat-distribution case approximates a world where per-share payouts plateau rather than grow. The flat scenario is arguably the most honest baseline for a fund without a growth mandate or dividend-growth history.

Shrinking distribution: 60% yield, -3% DGR

The shrinking-distribution scenario applies a -3% annual decline in per-share payouts. This is especially relevant for option-income strategies tied to a single volatile underlying for two compounding reasons: first, NAV erosion during large NVDA upside moves reduces the asset base on which future premiums are earned; second, NVDA's current high realized volatility may not persist — and if it normalizes toward broader market averages, the absolute premium available per share falls mechanically.

Compared to the base case, a -3% DGR scenario produces meaningfully lower income at every horizon — and compared to the flat case, the shortfall widens each year. At longer horizons, the shrinking-distribution case illustrates how NAV erosion can work against compounding even when DRIP is reinvesting every dollar. Investors who have observed NVDY's NAV trajectory since launch and want to model a continuation of that trend should run this case alongside the base and flat cases.

Limits of these projections

The calculator provides a clean, smooth projection — but NVDY's actual behavior is neither clean nor smooth. Four structural limits are worth keeping in mind before relying on any long-horizon output.

Distribution variance is high and not modeled

NVDY's monthly distributions span a range of more than 60% across the trailing year — the seed data shows a low of $0.85 and a high of $1.40 — and typical month-to-month changes average roughly 22%. The largest adjacent-month swing in the trailing data is approximately 39% (from $1.40 in September 2025 to $0.85 in October 2025). The calculator assumes a smooth annualized stream — the month-to-month swings are invisible in the projection table. Before relying on NVDY distributions as a regular income source, review the Recent dividends table on the calculator page to get a sense of actual variance. Budgeting around the average is likely to produce months of meaningful undershoot.

No five-year DGR exists for NVDY

NVDY launched in May 2023. The five-year DGR field in the computed data is null — not because the data is missing, but because the fund has not existed long enough to produce one. The 7% DGR the calculator uses as a fallback is the same default applied to every ticker without a computed DGR. It has no specific relationship to NVDY's payout history or forward outlook. Users should treat long-horizon projections with extra caution and experiment with 0% and negative DGR values as alternative inputs.

NAV erosion is not modeled

The most important structural risk for NVDY is NAV erosion, and the calculator does not model it. A 25-year projection assumes that the share count accumulated through DRIP retains its value — but single-stock YieldMax products have exhibited declining NAV in their short histories as large underlying rallies erode the fund's net asset value through the synthetic short-call structure. In the real world, the same share count bought at a higher NAV is worth less as NAV falls. The calculator's compounding math is correct given its assumptions; the gap between those assumptions and NVDY's observed behavior is the main reason to use multiple scenarios and to monitor actual NAV alongside income.

After-tax modeling for ROC is not yet available

For taxable accounts, the calculator's after-tax projection treats distributions as ordinary income. NVDY's distributions are largely classified as return of capital, which is more tax-favorable — ROC reduces cost basis rather than generating current-year tax liability. This means the calculator's after-tax projection understates the actual after-tax yield for taxable holders. A full marginal-rate analysis should use the tax calculator with an awareness that most NVDY distributions will be reclassified at year-end. Tax-advantaged account holders can disregard this caveat entirely.