u/Accurate-Exchange298

What would a NVDA Long call earnings trade look like post IV crush  - Black-Scholz model analysis and the math behind it.

What would a NVDA Long call earnings trade look like post IV crush - Black-Scholz model analysis and the math behind it.

A lot of discussion swirls around IV crush post earnings and the impact of Vega on the P&L of aLong Call directional bet. I have explained the IV crush in the past and this is what it would look like for NVDA with its earnings being eagerly awaited on 5/20/2026. The math below uses Black-Scholz model to predict the P&L depending upon where NVDA ends post earnings. The thing to rememeer is that the IV is elevated pre-earnings , up to the day of the event . Once the earnings are out, the IV collapses and Vega losses kick in . Even if the stock moves higher (but not enough), the delta gains are unable to offset the Vega losses .

DISCLAIMER - I am not a financial advisor and the data presented is by no means a recommendation to place a trade. This is just a math model showing the impact of IV crush post-earnings . I bear no responsibilty for any losses on any trade based on this presentation. This material is strictly for education purposes only.

Assumptions :

ASSUMPTIONS

Potential P&L for 1 contract

EXAMPLE ROW - Impact of Vega and Delta on the final option price for a 3% move:

https://preview.redd.it/jhhhsq12bt1h1.png?width=836&format=png&auto=webp&s=1578277c61bf099bb2d06d01414d850f45b1ebad

Intrinsic Floor value :

At stock $231.75, the call is $6.75 ITM. Intrinsic = $231.75 - $225 = $6.75. Plus $0.05 extrinsic buffer = $6.80.

I use the formula - MAX(intrinsic floor, linear estimate) = MAX($6.80, $6.18) = $6.80.

The P&L: $6.80 - $8.75 paid = -$1.95

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u/Accurate-Exchange298 — 4 days ago

When a painful buyback of a covered call makes sense - 2 real cases

Rule I usually follow: sell covered calls, let them get assigned, move on.

TRADE 1 : Broke the rule on AMD

3/3: Sold the 8/22/26 $210 call against 100 shares for $23.41.
Cost basis $186.
Max profit at expiry: $2,110.

5/6 : bought the call back at ~$212, sold shares same time.
Share gain: $20,770
Option loss: $18,939
Net Profit : $1,831

86.7% of max profit in 2 months.
The last $279 isn't worth 3 more months of tied-up capital.

TRADE 2: Broke the rule on NBIS

Sold the August $90 for $599 a while back when NBIS was in the dumps.

Stock ran to $196 after earnings. Could have let it assign and walked with $599.

Bought back and rolled up to a July $230 for $24 credit instead.

Rolled UP and In. Shorter time in the trade to capture the Theta decay.

New max profit: $5,722. 9x what assignment would have paid in August

The buyback was painful. Took a loss to keep the trade alive with real upside.

The catch: I need NBIS above $176 at July expiry to make this work.

NBIS is currently at $220.

Sometimes the math looks too good to pass up if you can look past the pain of the buyback.

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u/Accurate-Exchange298 — 6 days ago

Many traders buy calls before the earnings, hoping the stock will go up after the earnings and they will make a bundle .. That is true if the stock really takes off .. But if there is a moderate move in the stock , you could still see a loss in your account and wonder why .. because you expected a profit .

This is because of the IV (Implied Volatility) crush after earnings.. Let us see how each Greek contributes to your total loss or gain in terms of real dollars...

Before I illustrate, please keep this in mind - IV rises steadily before the earning and crashes after the earnings .. dropping the price of the options ...

Let us say , before the earning, the stock is at 100 and you buy a call with Strike 105 .

IV = 75% , DTE= 5, Delta = 0.3 and Vega = 0.6 and you paid a premium of $2.20

After earnings:

The stock is at $104 .. so you think can sell the call for $4.0 ...and hence net a profit of $180 .

Here is the problem ..

After earning,

IV = 30% , Delta = 0

Loss from Vega = (Final IV - Starting IV) * Starting Vega

= (30 - 75) * 0.06

= - $2.7

Gain from Delta = (Final Stock Price after earning - Starting Stock Price) * Change in Delta

= ($104 - $100) * 0.3

= $1.2

Remaining Value of the call =

$2.20 entry − $2.70 vega loss + $1.20 delta gain = $0.70 remaining value

So you can sell it back only for 0.7 , thereby losing $150 even when the stock is at 104 .. you were directionally correct , but the stock did not move enough ..

Hope this helps

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u/Accurate-Exchange298 — 21 days ago