Two very different reasons to buy puts

1. Speculation. Expect the market to fall. Buy a put; profit as it drops.

2. Hedging. Own stocks; don’t want to sell. Buy a put on the index or the stock itself as insurance.

Same instrument, completely different psychology.

Long put — hover to see P&L at any Sensex priceProfitLoss
SPOT80,00072,00076,00080,00084,00088,000-2k7603k6k9k
At Spot (80,000)
₹-640
Strikes
80,000

Above strike: lose only the premium (flat). Below strike: profits grow as the underlying falls, one-for-one.

What would this have done on real Nifty?

Speculation example

Example

Sensex 80,000 weekly put

Sensex at ₹80,000. RBI Friday — hawkish surprise expected to hit banks. Buy 1 × 80,000 PUT expiring Thursday at ₹250.

  • Cost: 250 × 20 = ₹5,000
  • Break-even: 80,000 − 250 = 79,750
Sensex 80,000 long put P&LProfitLoss
SPOT80,00072,00076,00080,00084,00088,000-29k23k75k127k179k
At Spot (80,000)
₹-5,000
Strikes
80,000

Above 80,000: full loss of ₹5,000 (flat red). Below break-even 79,750: profits accelerate — every 1,000-point Sensex drop = +₹20,000 gain.

Hedging example — protective put

Example

Protecting a ₹5 lakh Nifty ETF portfolio

You hold ~200 units of Nifty ETF at ₹2,500 each. Nifty at 25,000. Worried about 5-10% correction over the next month; don’t want to sell.

Buy 1 × Nifty 24,500 monthly PUT (2% OTM) at ₹120.

  • Cost: 120 × 65 = ₹7,800 (1.6% of portfolio — the “insurance premium”)

If Nifty drops to 23,000 (−8%):

  • ETF loses ~8% = −₹40,000
  • Put worth 1,500 × 65 = +₹97,500
  • Net gain: +₹49,700 (huge protection kicks in on real decline)

If Nifty stays at 25,000:

  • ETF flat
  • Put expires worthless → lose ₹7,800

If Nifty rallies to 26,000:

  • ETF gains ~4% = +₹20,000
  • Put worthless → lose ₹7,800
  • Net: +₹12,200 (ETF gain offsets put cost)

You bought insurance. Most months you pay premium for nothing. On the one bad month, you’re glad you had it.

Formulas

Long put math

Break-even = Strike − Premium

Max loss = Premium × Lot size (if underlying ≥ Strike at expiry)

Max profit = (Strike − Premium) × Lot size (if underlying goes to zero)

Profit if ITM at expiry = (Strike − Spot − Premium) × Lot size

Strike selection

StrikePremiumDeltaBest for
Deep ITM (above spot)Highest−0.85Directional bear bet; capital efficient
ATMModerate−0.50Balanced speculation
OTM (below spot)Cheapest−0.15 to −0.30Portfolio insurance (bought cheap “just in case”)

For hedging, most retail buy 3-5% OTM puts, monthly cycle — cheap enough to renew every month, still protect against real corrections.

The rolling protection strategy

Advanced How to roll monthly hedges continuously

For long-term portfolio hedging, roll puts monthly:

The mechanic

  1. Buy 1 monthly OTM put on Nifty (~2% below spot) at start of month
  2. As it approaches expiry, close or let expire
  3. Buy next month’s put at similar OTM percentage
  4. Repeat

Cost math

  • Monthly cost: ~0.5-1% of portfolio value (put premium)
  • Annual cost: ~6-12% of portfolio value
  • Payoff: enormous if a real crash comes

The drag

In a flat/bull year, you pay 6-12% for nothing. This is the cost of insurance.

Reframe: think of it as home insurance. Most years you pay premium and nothing happens. On the one year the house catches fire, you’re glad you had it.

When to use rolling protection

  • Portfolio > ₹10 lakhs and you can’t afford a big drawdown
  • Retirement corpus or house-savings account
  • Nearing a specific financial goal (down payment, kids’ education)

When NOT to use

  • Small portfolio you can afford to lose
  • You have a long time horizon (30+ years) — recoveries happen
  • The cost eats too much of your expected return

Alternative: skip puts, sell during high vol

Instead of continuous puts, watch India VIX:

  • VIX < 12: buy cheap puts (deep OTM, ~2 months out)
  • VIX 12-18: normal buying
  • VIX > 22: don’t buy — puts are expensive and unlikely to be needed short-term (mean reversion)

More capital-efficient than continuous rolling.

The “collar” alternative

Instead of paying for puts, finance them by selling calls:

  • Buy OTM put (protection)
  • Sell OTM call (income)
  • Net cost: near zero
  • Trade-off: cap upside at short call strike

Standard for institutional portfolios. Retail equivalent: skip if you’re bullish long-term (don’t cap upside on your best assets).

Why puts are better than shorting

When NOT to buy puts

When puts and calls both worth buying: long straddle

Buy call AND put at same strike (Chapter 12). Profits if underlying moves sharply in either direction. Common around Nifty results, budget day, Fed meetings.

Follow-up action

Advanced Long put adjustment recipes

Scenario 1: Deep in profit early (market dropped)

Nifty at 24,700; your 25,000 put is worth ₹350 (bought at 100).

  1. Close and take profit. Lock 250% gain.
  2. Sell a lower-strike put (24,500) to convert to bear spread — lock in intrinsic, keep smaller upside.
  3. Roll strike lower: sell current, buy new further-OTM. Free capital while maintaining bearish exposure.

Scenario 2: Market stagnating, put decaying

Put worth 40% of original. Nifty barely moved.

  1. Cut losses. Close at 40% of premium. Redeploy.
  2. Roll to next month. Only if bearish thesis still intact.
  3. Convert to bull spread if view flipped bullish.

Scenario 3: Hedge working — market crashed

Nifty dropped 8%; your hedge put is up 500%.

  1. Sell the put, take profit. Redeploy the cash to buy ETF at cheaper prices (rebalance the hedge into the drop).
  2. Hold the put — market may drop further.
  3. Sell 50%, hold 50% — split the difference.

Best practice for crashing markets: rebalance the profitable hedge into cheaper stock/ETF. This is the whole point of insurance — cash out when the disaster happens.

Scenario 4: Hedge expiring worthless

Put approaching zero; market flat. Time to roll to next month or accept insurance was “wasted” this month.

  • Roll to next month’s OTM put
  • Cost: ~0.5-1% of portfolio again

Think of the “loss” as the insurance premium you paid. It’s not a real trading loss.

The math of insurance

💡 Judge protective puts by crash-payoff, not month-to-month

Long puts systematically underperform the underlying in bull markets — that’s the cost of protection. Judge them by crash-payoff, not month-to-month returns.

If your portfolio lost 5% less in the worst month, the puts paid for themselves for years.

Position sizing

For speculative long puts: same 2% rule as long calls.

For hedging protective puts: sized to cover the portfolio (roughly 1 lot per ~₹16 lakh Nifty ETF, adjust for the current lot size).

Formula

Hedge sizing: Portfolio value ÷ (Strike × Lot size) = Number of protective puts needed

Example: ₹16 lakh Nifty ETF → 16,25,000 / (25,000 × 65) = ~1 put lot

Pre-trade checklist

For speculation:

For hedging:

Summary

The long put is the most versatile options tool — same instrument used two completely different ways. Master both.