Mega-cap options are the most liquid in the world. Tight spreads, deep order books, and predictable IV patterns make them perfect for every strategy from conservative covered calls to aggressive earnings straddles. This is your complete intermediate guide.
Not all options are created equal. Trading options on a $3 billion mid-cap biotech is a fundamentally different experience than trading options on Apple, Microsoft, or NVIDIA. Mega-cap options enjoy structural advantages that make them ideal for every strategy in the options playbook.
Consider the numbers: AAPL options trade over 2 million contracts per day. The bid-ask spread on at-the-money monthly options is typically $0.01-0.03 for a $200+ stock. Compare that to a small-cap where the spread might be $0.20-0.50 on a $15 stock. That difference in liquidity means mega-cap options give you better fills, easier exits, and more consistent pricing.
| Feature | Mega-Cap Options | Small/Mid-Cap Options |
|---|---|---|
| Daily Volume | 500K-3M contracts | 100-10K contracts |
| Bid-Ask Spread | $0.01-0.05 (tight) | $0.10-1.00 (wide) |
| Strike Intervals | $1-2.50 (many choices) | $2.50-5.00 (few choices) |
| Expiration Dates | Weekly + monthly + LEAPS | Monthly only (sometimes) |
| IV Behavior | Predictable, mean-reverting | Erratic, event-driven spikes |
| Assignment Risk | Well-understood, manageable | Illiquid exercise problems |
| Earnings IV Pattern | Consistent pre-earnings ramp | Unpredictable IV behavior |
Imagine you sell a covered call on a small-cap stock. The stock drops 8% in a day and you want to buy back your call to roll it. But the bid-ask is $0.40 wide and there are only 12 contracts at the ask. You end up paying $0.20 more than fair value just to close the position. On AAPL, the same trade would cost you $0.01-0.02 in slippage. Over 50 trades per year, that liquidity advantage compounds to thousands of dollars in saved execution costs.
One of the most powerful edges in mega-cap options is the predictability of implied volatility. These stocks follow well-established IV cycles:
The chart above shows how IV Rank (where current IV sits relative to its 52-week range) cycles for AAPL. Notice the clear spikes around earnings dates (marked in red) and the reliable mean reversion afterward. This predictability is what makes strategies like selling premium so effective on mega-caps.
Question: You want to sell an iron condor on a stock with 25% IV. Stock A (AAPL, $200, bid-ask $0.02) and Stock B (BIOR, $8, bid-ask $0.35) both have similar IV. Which is better for the trade, and why?
Answer: AAPL is vastly superior. The $0.02 spread means you lose ~$2 per contract on entry and exit combined, while BIOR costs $35 per contract in spread alone. An iron condor has 4 legs, so BIOR costs $140 in spreads vs $8 for AAPL. Additionally, AAPL's IV is mean-reverting and well-studied, while a biotech's IV can spike 200% on a clinical trial result. Never sell premium on illiquid names.
Before diving into strategies, let us make sure the fundamentals are rock-solid. Every options strategy, no matter how complex, is built from two basic instruments: calls and puts.
The right to buy 100 shares at the strike price before expiration. You buy calls when you are bullish. The seller (writer) is obligated to sell shares if assigned.
The right to sell 100 shares at the strike price before expiration. You buy puts when you are bearish. The seller is obligated to buy shares if assigned.
The price at which the option can be exercised. ITM = strike below stock (calls) or above stock (puts). OTM = the opposite. ATM = at current price.
The date the option ceases to exist. Weeklies (every Friday), monthlies (3rd Friday), quarterlies, and LEAPS (1-3 years out). Time is the enemy of option buyers.
Every option price has two components. Understanding this split is essential for every strategy.
| Component | Definition | Example (AAPL at $230) | What Drives It |
|---|---|---|---|
| Intrinsic Value | How much the option is worth if exercised right now | $230 Call with $220 strike = $10 intrinsic | Stock price vs strike price only |
| Time Value | Premium for the remaining time until expiration | 30 DTE adds ~$4.50 of time value | Days to expiration (theta decay) |
| Volatility Premium | Premium for expected future price swings | Higher IV = higher premium (~$2.00 extra at 30 IV vs 20 IV) | Implied volatility (IV rank/percentile) |
| Total Premium | What you actually pay or receive | $10 + $4.50 + $2.00 = $16.50 | All three factors combined |
Time value does not decay linearly. An option with 90 days to expiration loses roughly $0.03/day in theta. The same option with 30 days loses $0.08/day. At 7 days, it loses $0.15/day. At 1 day, it might lose $0.50/day. This acceleration is why selling premium with 30-45 DTE and closing at 50% profit is the sweet spot. You capture the fastest decay without holding through the dangerous final week where gamma risk explodes.
Where your strike sits relative to the stock price determines your strategy's risk profile. Here is the breakdown for a stock trading at $230:
| Moneyness | Call Strike | Put Strike | Delta Range | Use Case |
|---|---|---|---|---|
| Deep ITM | $200 (below stock) | $260 (above stock) | 0.80-0.95 | LEAPS stock replacement, high directional exposure |
| ITM | $220 (slightly below) | $240 (slightly above) | 0.55-0.75 | Covered calls with downside buffer, protective puts |
| ATM | $230 (at stock price) | $230 (at stock price) | 0.45-0.55 | Maximum time value, straddles, highest theta |
| OTM | $240 (above stock) | $220 (below stock) | 0.25-0.45 | Covered calls, cash-secured puts, spreads |
| Deep OTM | $260 (far above) | $200 (far below) | 0.05-0.20 | Iron condor wings, cheap lottery tickets, tail hedges |
Question: MSFT is at $440. A $430 call expiring in 45 days is trading at $18.50. Break down the intrinsic and extrinsic value. If IV drops from 28 to 22 (no price change), roughly what happens to the premium?
Answer: Intrinsic value = $440 - $430 = $10.00. Extrinsic value = $18.50 - $10.00 = $8.50. If IV drops from 28 to 22 (a 21% decrease), the extrinsic value would shrink by approximately 20-25% (vega effect), so the option might drop to around $16.50-$17.00. The intrinsic $10 does not change. This is why buying options before an IV crush (like post-earnings) is dangerous even if you get the direction right.
The Greeks are not abstract math. They are your real-time risk dashboard. Every options trader should be able to look at their Greeks and immediately understand what is happening to their position. For mega-caps, the Greeks behave more predictably than on small-caps, which is another reason these are the best stocks for options trading.
| Greek | Measures | Practical Meaning | Mega-Cap Behavior |
|---|---|---|---|
| Delta | Price sensitivity per $1 stock move | A 0.50 delta call gains $50 per $1 stock rise (per contract) | Stable and predictable on blue chips; less gap risk |
| Gamma | Rate of change of delta per $1 move | High gamma = delta changes fast. Dangerous near expiration at ATM strikes | Lower gamma on high-priced stocks ($200+) since moves are smaller in % terms |
| Theta | Time decay per day | A -$0.12 theta means the option loses $12/day. Sellers love theta; buyers hate it | Very consistent on mega-caps. Accelerates in final 2 weeks as expected |
| Vega | Sensitivity to 1% change in IV | A 0.35 vega means the option gains $35 if IV rises 1 point | Critical around earnings. AAPL vega is huge in dollar terms due to high premium |
| Rho | Sensitivity to interest rate changes | Usually negligible for short-dated options. Matters for LEAPS | More relevant in 2025-2026 with rates at 4-5%. LEAPS calls benefit from higher rates |
A useful approximation: delta roughly equals the probability that the option expires in-the-money. A 0.30 delta call has roughly a 30% chance of being ITM at expiration. This means when you sell a 0.16 delta call (as a covered call), there is approximately an 84% chance it expires worthless and you keep the premium. This is why many covered call sellers target the 0.15-0.20 delta range: high probability of keeping premium while still collecting meaningful income.
The Greeks do not work in isolation. They interact in ways that create both opportunities and traps:
If you own 5 contracts of a 0.45 delta call with -0.08 theta, your position delta is +225 (equivalent to owning 225 shares) and your position theta is -$40/day (you lose $40 per day if nothing else changes). Always calculate position-level Greeks, not just per-contract.
Question: You sold 10 iron condors on AAPL (short 240 call, long 250 call, short 215 put, long 205 put). Your position shows: Delta = -15, Gamma = -8, Theta = +$42, Vega = -$180. What does each number tell you about your position?
Answer: Delta -15: you are slightly bearish (benefit from small move down). Gamma -8: large moves in either direction will hurt you (your delta will get more negative if stock rises or more positive if stock falls, both bad). Theta +$42: you earn $42/day from time decay, which is your edge. Vega -180: a 1-point rise in IV costs you $180. You want low, stable volatility. This is a textbook neutral premium-selling position that profits from time passing and volatility staying low.
Income strategies are the bread and butter of mega-cap options trading. These strategies let you generate consistent cash flow from stocks you own or want to own. The high liquidity and predictable IV of blue chips make them the ideal candidates.
The covered call is the single most popular options strategy in the world, and for good reason. You own 100 shares of a stock and sell a call option against it. If the stock stays flat or rises modestly, you keep the premium. If it rises above your strike, you sell shares at a profit plus keep the premium. The only downside is opportunity cost if the stock rockets past your strike.
| Parameter | Conservative | Moderate | Aggressive |
|---|---|---|---|
| Strike Selection | 10-15% OTM | 5-8% OTM | ATM or 1-3% OTM |
| Delta Target | 0.10-0.15 | 0.20-0.30 | 0.40-0.50 |
| Expiration | 45 DTE | 30 DTE | 7-14 DTE |
| Monthly Yield | 0.5-1.0% | 1.0-2.0% | 2.0-4.0% |
| Annualized Yield | 6-12% | 12-24% | 24-48% |
| Upside Capture | High (keeps most upside) | Moderate | Low (capped quickly) |
| Assignment Probability | ~10-15% | ~20-30% | ~40-50% |
You own 100 shares of AAPL at $230. You sell a $245 call (6.5% OTM) expiring in 30 days for $3.20. Three outcomes:
The ideal covered call setup: sell 30-45 DTE options at the 0.20-0.30 delta strike. Close at 50% profit (if the option decays to half its initial value, buy it back early and sell a new one). This captures the steepest part of the theta decay curve while avoiding the gamma risk of the final week. On AAPL, this typically means selling 5-8% OTM calls and generating 1.0-2.0% monthly income on top of any stock appreciation and dividends.
If covered calls are for stocks you own, cash-secured puts are for stocks you want to own at a lower price. You sell a put option below the current price and get paid premium. If the stock drops to your strike, you buy it at a discount plus you already collected premium. If it stays above, you keep the cash.
MSFT trades at $440. You want to buy it at $410. You sell a $410 put (7% OTM, 30 DTE) for $4.80. You must set aside $41,000 in cash (or margin) as collateral.
The key insight: only sell puts on stocks you genuinely want to own at the strike price. Never sell puts purely for premium on a stock you would not want to hold. That is how people blow up.
The wheel is a systematic income strategy that combines both techniques into a perpetual cycle. It works best on mega-caps with strong fundamentals that you are comfortable holding.
Pick a strike 5-10% below current price. Collect premium. Wait for expiration or 50% profit to close early.
If assigned, you now own 100 shares at your strike. If not, sell another put and collect more premium.
With shares in hand, sell calls 5-10% above your cost basis. Collect premium. Collect dividends while waiting.
If called away, you sell at a profit + kept all premiums. Go back to Step 1 and start again.
Running the wheel on AAPL for 12 months: sell monthly puts at 0.25 delta, sell calls at 0.25 delta when assigned. Assume getting assigned twice and called away twice during the year. Typical cumulative premium collected: $2,800-$3,600 on a ~$23,000 position. That is 12-16% annualized return from premium alone, before any capital gains or dividends. The key risk: AAPL drops 30% and you are stuck holding at a loss for months. Only wheel stocks you would hold through a bear market.
Question: You run the wheel on GOOGL ($175). You sold a $160 put for $3.50 and got assigned. Your cost basis is $156.50. Now you want to sell covered calls. What strike and DTE do you choose, and why?
Answer: Sell the $160 call (or higher) at 30-45 DTE. Never sell below your cost basis ($156.50) or you lock in a guaranteed loss if assigned. The $160 strike gives you $3.50 capital gain + premium if called away. At 30 DTE, the 0.25-0.30 delta call at $165 might pay $2.80. If GOOGL stays below $165, you keep the $280. If called at $165, total profit = ($165-$156.50) x 100 + $280 = $1,130 or 7.2% on the position.
Sometimes you have a directional opinion but want to limit your risk. Other times you think a stock will go nowhere for a month. Options give you strategies for every scenario with defined maximum loss.
A vertical spread involves buying one option and selling another at a different strike, same expiration. You cap both your profit and your loss. These are the most capital-efficient way to express a directional view.
| Spread Type | When to Use | Structure | Max Profit | Max Loss |
|---|---|---|---|---|
| Bull Call Spread | Moderately bullish | Buy lower strike call, sell higher strike call | Width - debit paid | Debit paid |
| Bear Put Spread | Moderately bearish | Buy higher strike put, sell lower strike put | Width - debit paid | Debit paid |
| Bull Put Spread | Neutral to bullish (credit) | Sell higher strike put, buy lower strike put | Credit received | Width - credit received |
| Bear Call Spread | Neutral to bearish (credit) | Sell lower strike call, buy higher strike call | Credit received | Width - credit received |
NVDA is at $890. You are bullish for the next 30 days. You buy the $890 call ($28.00) and sell the $920 call ($16.50). Net debit = $11.50 ($1,150 per contract).
An iron condor sells premium on both sides of the stock price, betting that the stock stays within a range. It combines a bull put spread and a bear call spread. This strategy shines on mega-caps during non-earnings months when IV is low and stable.
AAPL at $230. IV Rank = 25 (moderate). No earnings for 6 weeks. You build:
| Leg | Strike | Type | Premium |
|---|---|---|---|
| Buy Put | $210 | Long put (protection) | -$1.20 |
| Sell Put | $215 | Short put (credit) | +$1.85 |
| Sell Call | $245 | Short call (credit) | +$1.65 |
| Buy Call | $250 | Long call (protection) | -$1.05 |
| Net Credit Received | $1.25 ($125/contract) | ||
Iron condors excel in specific conditions: (1) IV Rank above 30 (you are selling relatively expensive options), (2) no earnings within the expiration window, (3) no major macro events (FOMC, CPI) that could cause a gap, (4) the stock has been range-bound for 2-4 weeks. On AAPL, this typically means the 2-3 months between earnings quarters. Avoid iron condors the week before earnings, during FOMC weeks, or when the stock is trending strongly in one direction.
Question: You have an iron condor on MSFT ($440): short $420 put, long $410 put, short $460 call, long $470 call. You collected $1.50 credit. MSFT drops to $423 with 10 DTE remaining. What do you do?
Answer: Your short $420 put is being tested (MSFT only $3 above the strike). Options: (1) Close the entire position for a loss if the put spread is now worth $3.00+ (cut losses at 2x credit). (2) Close just the put spread for a loss and let the call spread expire worthless (partial recovery). (3) Roll the put spread down and out (to $410/$400 at a later expiration) to collect more premium and give yourself more room. For mega-caps, rolling is often the best choice because they tend to bounce from support levels. Never hold a tested position into the final 5 DTE where gamma can destroy you.
LEAPS (Long-term Equity Anticipation Securities) are options with 12-36 months until expiration. Deep in-the-money LEAPS calls let you control 100 shares for a fraction of the stock price, giving you leveraged exposure with defined risk.
MSFT trades at $440. Instead of buying 100 shares ($44,000), you buy a $350 strike call expiring in 18 months for $105.00 ($10,500).
| Metric | 100 Shares | LEAPS $350 Call | Advantage |
|---|---|---|---|
| Capital Required | $44,000 | $10,500 | 76% less capital |
| Delta | 1.00 (shares) | 0.85 | 85% of stock's movement |
| Max Loss | $44,000 (theoretically) | $10,500 (defined) | Capped downside |
| If MSFT +20% to $528 | +$8,800 (20%) | +$7,300 (69.5%) | 3.5x leverage on gains |
| If MSFT -20% to $352 | -$8,800 (20%) | -$6,800 (64.8%) | Worse % loss, better $ loss |
| Dividends | Yes (~$3.32/year) | No | Shares win here |
| Time Decay | None | ~$0.18/day ($65/year) | Shares win here |
The "poor man's covered call" takes this further: buy a deep ITM LEAPS call and sell short-term OTM calls against it, just like a covered call but with 76% less capital. Your LEAPS acts as the "stock" position.
If you own a large position in a mega-cap and worry about a crash, buying a put option is like buying insurance. You pay a premium and in return you have a guaranteed minimum selling price.
Your portfolio is $500,000, 80% in mega-caps that are highly correlated with SPY. SPY is at $540. You want protection against a 10%+ decline for the next 3 months.
The cost of protection is the trade-off. At 0.81% per quarter (3.2% annualized), permanent put protection is expensive. This is why most institutional investors only hedge before known risk events (elections, Fed meetings, geopolitical crises) or when VIX is unusually low (cheap insurance).
A collar combines a protective put with a covered call to create nearly zero-cost protection. You sacrifice upside above the call strike to pay for the put below.
AAPL at $230. Buy $215 put for $3.20. Sell $250 call for $3.40. Net credit = $0.20. Your downside is protected below $215. Your upside is capped at $250. Cost: essentially free (you actually received $0.20).
| AAPL Price at Expiry | Stock P/L | Put Value | Call Value | Total P/L |
|---|---|---|---|---|
| $190 (-17.4%) | -$4,000 | +$2,500 | $0 | -$1,480 (vs -$4,000 unprotected) |
| $215 (-6.5%) | -$1,500 | $0 | $0 | -$1,480 (floor) |
| $230 (flat) | $0 | $0 | $0 | +$20 (net credit) |
| $250 (+8.7%) | +$2,000 | $0 | $0 | +$2,020 (ceiling) |
| $270 (+17.4%) | +$4,000 | $0 | -$2,000 | +$2,020 (capped) |
Collars are perfect for: (1) concentrated stock positions you cannot sell (restricted stock, tax reasons), (2) heading into a known risk event (election, earnings, FOMC), (3) when you have large unrealized gains and want to lock in a range of outcomes. Many corporate executives use collars on their company stock. The trade-off is clear: you give up unlimited upside for defined downside. On mega-caps, the collar is easy to implement because of tight spreads and many strike choices.
Question: You buy a GOOGL $150 LEAPS call (18 months, delta 0.80) for $32.00. GOOGL is at $175. After 6 months, GOOGL rises to $195. Your LEAPS is now worth $50.00. What happened to your Greeks, and should you take profits?
Answer: Your delta increased from 0.80 to ~0.88 (deeper ITM). Theta is now higher (12 months left vs 18, accelerating). Intrinsic value = $195 - $150 = $45. Extrinsic = $50 - $45 = $5 (down from $7 initially). You have $18 profit ($1,800/contract, 56% return). Decision: if you still believe in GOOGL, hold. If the position is now oversized (risk management), sell half. If extrinsic is very low ($5 on a $50 option), the LEAPS is acting like stock and there is less theta risk. Many traders take profits when they hit 50-75% of max gain on LEAPS.
Mega-cap earnings are the Super Bowl of options trading. When Apple, NVIDIA, or Microsoft report, the options market creates specific patterns that can be exploited with the right strategy and the right expectations.
Every mega-cap earnings event follows a predictable IV lifecycle:
IV starts rising from baseline. Options get progressively more expensive. Smart sellers begin positioning.
IV acceleration. Weekly options IV spikes 50-100% above monthly. Straddle prices peak. Earnings premium is at maximum.
IV at peak. The straddle price implies an expected move (e.g., AAPL $8 straddle = market expects +-3.5% move).
IV CRUSH. IV drops 30-60% overnight regardless of direction. Options buyers often lose even when they get direction right.
If AAPL is at $230 and the weekly straddle (ATM call + ATM put) costs $8.00, the market expects a +-$8 move (3.5%). Historically, AAPL's actual earnings move has been about 3-4%, so this straddle is fairly priced. If actual moves average 5% but the straddle implies only 3%, buying volatility has an edge. If actual moves average 2% but straddle implies 4%, selling volatility wins.
| Stock | Avg Implied Move | Avg Actual Move | IV Premium | Edge |
|---|---|---|---|---|
| AAPL | 3.8% | 3.2% | +0.6% | Slight seller edge |
| MSFT | 4.2% | 3.8% | +0.4% | Slight seller edge |
| NVDA | 8.5% | 9.8% | -1.3% | Buyer edge (underpriced moves) |
| AMZN | 5.5% | 5.2% | +0.3% | Fairly priced |
| GOOGL | 5.0% | 5.6% | -0.6% | Slight buyer edge |
| META | 7.5% | 8.2% | -0.7% | Buyer edge |
| TSLA | 9.0% | 10.5% | -1.5% | Clear buyer edge |
A straddle (buying both ATM call and ATM put) profits from a large move in either direction. On mega-caps, the key question is whether the actual move will exceed the implied move.
NVDA at $890. Weekly ATM straddle = $75 ($890 call at $42 + $890 put at $33). Implied move = 8.4%. Historical average actual move = 9.8%.
The most common mistake with earnings options: buying a call before AAPL earnings because you think they will beat. AAPL reports a strong beat, stock gaps up 3%. But your call barely moves or even loses money. Why? Because IV dropped from 45 to 22 overnight (IV crush). The vega loss exceeded the delta gain. To profit from a directional earnings bet, you need the stock to move MORE than the implied move. This is why many professionals prefer selling premium into earnings or using spreads to reduce vega exposure.
Studies show that mega-caps tend to continue moving in the direction of their earnings gap for 2-4 weeks after the report. This is called post-earnings announcement drift (PEAD). The strategy: wait for earnings, observe the reaction, then enter a defined-risk trade in the direction of the gap after IV has crushed.
Question: META is at $520. The weekly $520 straddle costs $38. META reports a massive beat and gaps up 10% ($52) to $572. What is the straddle P/L?
Answer: The $520 call is now worth approximately $52 (all intrinsic at $572 stock price). The $520 put is nearly worthless (~$0.30). Total straddle value = ~$52.30. You paid $38. Profit = $14.30 per share ($1,430 per contract, 37.6% return). This worked because the 10% actual move exceeded the 7.3% implied move ($38/$520). If META had only moved 5% ($26), the straddle would be worth ~$26 and you would lose $12 ($1,200 per contract).
Never risk more than 2% of your total portfolio on any single options trade. This is not a guideline. It is a survival rule. Here is how to apply it:
Max risk per trade = $2,000. If you are buying a $10 vertical spread (max loss = $1,000 per contract), you can trade 2 contracts maximum. If you are selling a $5-wide iron condor for $1.50 credit (max loss = $350 per contract), you can trade 5 contracts maximum.
| Strategy | Max Loss/Contract | Max Contracts ($100K port) | Total Capital at Risk |
|---|---|---|---|
| Long Call ($15) | $1,500 | 1 | $1,500 (1.5%) |
| Bull Call Spread ($8 debit) | $800 | 2 | $1,600 (1.6%) |
| Iron Condor ($3.50 max loss) | $350 | 5 | $1,750 (1.75%) |
| Covered Call (stock risk) | $5,000 (5% stock drop) | N/A (1 lot = 100 shares) | Portfolio allocation: max 10% per name |
| Cash-Secured Put ($410 strike) | $41,000 (full capital) | N/A (1 put = $41K collateral) | Max 10% of portfolio in CSP collateral |
Knowing whether options are cheap or expensive is half the battle. Two metrics help:
| Metric | Formula | Interpretation | Strategy Implication |
|---|---|---|---|
| IV Rank | (Current IV - 52W Low) / (52W High - 52W Low) | Where IV sits in its 52-week range. 80 = near top, 20 = near bottom. | Above 50: sell premium. Below 30: buy premium or stay away. |
| IV Percentile | % of days in past year when IV was below current level | If 75%, IV was lower 75% of the time = currently elevated. | Above 60%: selling edge. Below 40%: buying edge. |
IV Rank 0-30: Options are cheap. Avoid selling premium (low edge). Buy LEAPS, debit spreads, or protective puts. IV Rank 30-50: Neutral zone. Use spreads in both directions. IV Rank 50-80: Sweet spot for sellers. Sell covered calls, cash-secured puts, iron condors. Premium is elevated and mean reversion is on your side. IV Rank 80-100: Options are expensive. Aggressive premium selling with defined risk (spreads, not naked). This is where the best risk/reward for sellers exists, but size conservatively because high IV often means high uncertainty.
Question: Your portfolio is $250,000. You want to sell iron condors on 3 different mega-caps (AAPL, MSFT, GOOGL). Each condor has a max loss of $375. How many contracts can you trade per name, and what is your total portfolio risk?
Answer: Max risk per trade = $250,000 x 2% = $5,000. Max contracts per name = $5,000 / $375 = 13 contracts. But best practice is to also limit total portfolio theta-selling exposure to 5-10% of portfolio value. With 13 contracts x 3 names = 39 contracts x $375 max loss = $14,625 total risk (5.85% of portfolio). This is within the 10% total ceiling. A more conservative approach: 8-10 contracts per name, total risk ~$11,250 (4.5%).
| Part | Topic | What You Learn |
|---|---|---|
| 1. The Titans | Introduction to Mega-Caps | What defines a mega-cap, the trillion-dollar club, why they dominate indices |
| 2. The Magnificent 7 | Deep Dive into the Mag 7 | AAPL, MSFT, NVDA, AMZN, GOOGL, META, TSLA — business models, moats, risks |
| 3. Valuation Frameworks | How to Value Giants | P/E, PEG, DCF, EV/EBITDA, FCF yield — applied to mega-caps |
| 4. Technical Trading | Chart Patterns for Blue Chips | Support/resistance, moving averages, volume analysis, breakout/pullback entries |
| 5. Options Strategies (current) | Options for Blue Chips | Covered calls, CSP, spreads, iron condors, LEAPS, wheel, earnings straddles |
| 6. Earnings & Macro | What Moves the Giants | Earnings analysis, macro sensitivity, Fed impact, geopolitical risks |
| 7. Dividends & Buybacks | Shareholder Returns | Buyback mechanics, dividend growth, DRIP compounding, total return analysis |
| 8. Portfolio & Alpha | Building the Portfolio | Portfolio construction, position management, hedging, alpha generation |