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Modulis 5 · Options
6/12

Put Spread — Cheaper Protection

Video · 3 min.
There's no free insurance — Put Spread

Walter wants to insure 200 SOL with a $90 Put, but 120 days of cover costs $2,160. He sells two cheaper Puts at $65 and $60 to get some back, and the net is $1,825 — only about 15% cheaper. You'll see why far-out Puts pay so little, where the cover is full, and where it stops below $60.

Narrated, with light music
The full lesson with numbers and rules is below.
Watch on YouTube

The problem: a plain Long Put is too expensive

In the previous lesson we saw: a Long Put for a 200 SOL quantity, strike $90, costs $10.80 per SOL — $2,160 over 120 days (2026-09 market level, SOL IV around 50%; the premium moves every day). Compared with the portfolio's value (126 SOL x $88 = $11,088), that's 19.5% over 120 days, or about ~59% annualized. Too expensive.

The solution — a Put Spread: you buy protection (Long Put) and at the same time sell another piece of protection (Short Put). That gets you some of the money back.

Analogy: insurance with a deductible

Picture home insurance. Full coverage with no deductible costs $1,000 a year. But if you agree to cover the first $5,000 of losses yourself, the insurance costs less. You take on part of the risk, but you save money. A Put Spread works exactly the same way. One difference: in the options market, deep out-of-the-money protection sells for very little, so the saving is usually far more modest than intuition suggests — you'll see that with real proportions in a moment.

How a Put Spread works

It's made up of two legs:

You saved $200 — that's about 9% cheaper. Not much, and there's a reason: the $65 strike sits 26% below the price, and protection that far out sells for roughly $2 per SOL. A deep OTM Put always carries a small premium — which is why a spread cuts the cost far less than it first appears.

$0$90$90$65kaina aukštyn →pelnas ▲nuostolis ▼Put Spread: 200 SOL Long $90 + 100 SOL Short $65

Full protection works between $90 and $65. Below $65 protection still grows, but at half speed — the Put you sold starts costing you and eats up half the move. Breakeven for this two-leg version: 200 x ($90 - S) = $1,960 → S = $80.20. So this is cheaper than a plain Long Put, but it protects you less once the price drops deep.

Our strategy's structure (three legs)

We use three legs — with two Short Puts:

Net cost: $1,825 over 120 days = 16.5% of the $11,088 portfolio, or about ~50% annualized (instead of ~59% for the Long Put alone). The premiums reflect the 2026-09 market level (SOL IV around 50%) and change daily — always check your own numbers on the exchange.

Why is the saving so small?

Intuition says that selling two Puts should cut the cost several times over. In a real market it doesn't: the $65 and $60 strikes sit 26% and 32% below the price, so their premiums are only about $2.00 and $1.35 per SOL. Together they cover $335 out of $2,160 — roughly 15%. A spread does lower the cost, but by tens of percent, not by multiples. Any source promising "almost free" protection is either using short strikes much closer to the price (much more risk) or is not using real market premiums.

Two different bases — don't mix them up: options P&L is calculated on the options quantity (200 / 100 / 100 SOL), while the protection cost in percent is calculated on the portfolio value (126 SOL x $88 = $11,088). Those quantities differ on purpose.

The Delta column shows sensitivity to a $1 price move, per one SOL. Position delta comes from multiplying by quantity: -0.42 x 200 = -84, +0.18 x 100 = +18, +0.12 x 100 = +12 → net -54. That means: if SOL's price drops $1, this options structure gains about $54.

Why two Short Puts instead of one?

Two smaller Short Puts ($65 and $60) instead of one large one spread the risk across several levels. When SOL is between $60 and $65, only one leg (100 SOL) is active — below $60 both are active. Risk arrives gradually, not in one step.

What happens at different prices?

SOL priceLong Put $90Short Put $65Short Put $60Total result
$120-$2,160+$200+$135-$1,825
$100-$2,160+$200+$135-$1,825
$90-$2,160+$200+$135-$1,825
$80-$160+$200+$135+$175
$70+$1,840+$200+$135+$2,175
$65+$2,840+$200+$135+$3,175
$60+$3,840-$300+$135+$3,675
$50+$5,840-$1,300-$865+$3,675
$40+$7,840-$2,300-$1,865+$3,675

Most important: between $65 and $90 — full protection. Below $60 — protection is fixed at $3,675.

Breakeven: the options position turns from negative to positive at 200 x ($90 - S) = $1,825 → S = $80.88. Below this price the options pay off, but that's not a profit — they're offsetting the falling value of SOL.

Map of the protection zones

Tail risk: Below $60 protection stops growing. If SOL fell 80% (to about $18), the Short Puts' losses would grow at the same pace as the Long Put's gains, so the options result would stay at $3,675 — but SOL's value would keep falling. That's the trade-off: cheaper protection, but limited coverage in extreme scenarios.

Spread vs full protection

Long Put $90 onlyPut Spread (3 legs)
Cost over 120 days$2,160$1,825
Annualized (on $11,088)~59%~50%
Saving—~15%
Protection from -30% (to ~$62)FullAlmost full — already in the partial zone
Protection from -50% (to ~$44)FullFixed ($3,675)
Protection from -70% (to ~$26)FullFixed ($3,675)

Both costs are high — and that is the real message of this lesson. At the 2026-09 market level, permanently insuring the full portfolio eats a large share of any return, so in practice protection is bought for certain periods or for a smaller quantity, not continuously for everything.

Short Put risk — what's the worst that can happen?

When you sell a $65 Put (100 SOL), you take on the obligation to "buy" SOL at $65. If the price falls below that:

But at the same time, Long Put $90 (200 SOL) generates:

So the options position's result is still positive (+$3,675), even though SOL itself has dropped sharply. A problem only arises if the Short Put is too large.

How to reduce the cost even further?

Our strategy chose a balance: $90 / $65 / $60 with 120 days.

The spread and its daily cost

Put Spread theta (how much it costs per day):

Add the Short Call $160 theta (~+$0.20) and the net theta across all options stays around -$5.70 per day. These figures are approximate — 120 days to expiry at IV around 50%; decay accelerates as expiry approaches.

Notice this: the legs you sold cover only about a quarter of the bought Put's time decay, because deep OTM options hold little time value and therefore little theta. So the protection has a real daily cost, and it is portfolio income (LP fees, interest) that has to offset it.

With a Put Spread you can now build protection to fit your own budget — you choose how much risk you take on yourself and how much protection you buy, instead of taking whatever price comes first.

Next step: let's look at how a Covered Call generates extra income.

Quick check
How does a Put Spread reduce the cost of protection compared to a plain Long Put?
Practice task
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A paper Put Spread plan

Spread logic only sticks once you calculate it with real premiums. This paper exercise (~20 min) is a plan on paper — no trading.

This is a paper plan — DON'T BUY or SELL anything. In reality a Short Put requires collateral and carries real risk, so first we learn to calculate it.

This is learning, not investing — use only small amounts you treat as tuition.

You just calculated a three-leg Put Spread's net cost and protection zone yourself — a structure most crypto investors can't even name.

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