How does a protective put work as portfolio insurance?
I've heard protective puts described as 'portfolio insurance.' I understand you buy a put on a stock you own, but how does the economics work? Is it always worth the cost?
A protective put (also called a married put) is essentially buying downside insurance for a stock position. You:
- Own the underlying stock
- Buy a put option on that same stock
The insurance analogy:
- The put premium is like an insurance premium
- The strike price is like the deductible boundary — losses beyond this are covered
- The payoff floor is guaranteed regardless of how far the stock falls
Payoff profile:
- Maximum profit: Unlimited (stock can rise indefinitely; put expires worthless)
- Maximum loss: (Purchase price - Strike price) + Premium paid
- Breakeven: Purchase price + Premium paid
Example:
You own shares of Atlas Semiconductor at $100. You buy a put with a $90 strike for $5.
| Stock Price at Expiry | Stock P/L | Put Payoff | Net P/L |
|---|---|---|---|
| $60 | -$40 | $30 (90-60) | -$40 + $30 - $5 = -$15 |
| $80 | -$20 | $10 (90-80) | -$20 + $10 - $5 = -$15 |
| $90 | -$10 | $0 | -$10 + $0 - $5 = -$15 (max loss) |
| $100 | $0 | $0 | $0 - $5 = -$5 |
| $105 | +$5 | $0 | $5 - $5 = $0 (breakeven) |
| $120 | +$20 | $0 | $20 - $5 = +$15 |
Notice that no matter how far Atlas Semiconductor drops — even to $0 — your maximum loss is capped at $15.
Covered call vs. protective put:
| Feature | Covered Call | Protective Put |
|---|---|---|
| Market view | Neutral to slightly bullish | Bullish but worried about downside |
| Cost | Generates income (premium received) | Costs money (premium paid) |
| Upside | Capped at strike | Unlimited |
| Downside | Partially cushioned | Hard floor on losses |
Is it worth the cost? The put premium creates a drag on returns. If the stock rises, you've paid for insurance you didn't need. It's most valuable when:
- You have a concentrated position and can't afford a large loss
- Earnings announcements or macro events create binary risk
- You're bullish long-term but worried about short-term volatility
Explore more options strategies in our CFA Level I derivatives section.
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