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Is option premium income, or does it just lower your cost?
Option premium feels like a paycheck, but on the wheel it's really a discount on the shares you may end up owning. Sellers who count it as income can lose money on the account while their "income" column grows. Here's one drawdown worked out both ways.
The short answer
On the wheel strategy, the premium you collect isn't separate money. It's tied to a promise to buy or sell shares. When you're assigned, those shares can be worth less than you paid.
So the honest way to count premium is as a cut to your Cost basis, the real price you paid for the shares. Counted that way, you always see whether the whole position is up or down. Counted as "income," a falling stock can hide behind a growing premium total until the loss is locked in.
Two ways to keep score
| The income mindset | The cost-basis mindset | |
|---|---|---|
| What you track | Premium collected each month | Shares' real cost, after premiums |
| The scoreboard | "I made $X in premium" | "Am I up or down on the whole position?" |
| After assignment | Sells the next call at any strike that pays | Sells calls at or above the cost basis |
| In a drawdown | Feels fine; premium keeps coming | Sees the loss clearly |
| Typical mistake | Locks in a loss to keep the premium flowing | Waits a long time for a stock that may not come back |
Neither mindset stops a stock from falling. Only one of them shows you the fall while it's happening.
A worked example where income-counting loses (an illustration, not a trade idea)
A made-up stock, XYZ, trades at $52. You sell a 30-day $50 put for $2.00 and collect $200. The stock falls. You're assigned 100 shares at $50.
Your real cost is $50 − $2 = $48 a share.
Now XYZ keeps sliding to $35. Here's the same position, kept two ways.
Seller A counts income. A wants the premium to keep coming. A $50 call pays almost nothing with the stock at $35, so A sells a 30-day $36 call for $0.80 ($80). XYZ bounces to $40. The shares are called away at $36.
| Seller A's ledger | Amount |
|---|---|
| Put premium | +$200 |
| Call premium | +$80 |
| "Income" collected | +$280 |
| Bought 100 shares at $50 | −$5,000 |
| Sold them at $36 | +$3,600 |
| Loss on the shares | −$1,400 |
| Real result, locked in | −$1,120 |
A's notebook says +$280 in premium. A's account says −$1,120. The bounce that might have helped went to the call buyer.
Seller B counts cost basis. B knows the shares cost $48 after the put premium. B only sells calls at $48 or higher. With the stock at $35, a $48 call pays very little, about $0.10 each month. B sells three of them.
| Seller B's ledger after three months | Amount |
|---|---|
| Cost basis after the put | $48.00 |
| Three calls at $0.10 | −$0.30 |
| Cost basis now | $47.70 |
| Stock at $40 | Unrealized −$770 |
| If the stock slides to $25 instead | Unrealized −$2,270 |
B hasn't escaped. B is still down, and could be down a lot more. But B can see it plainly, and B hasn't sold the shares at a price that locks the loss for a few dollars of premium.
In plain words: premium you collect on a falling stock isn't profit. It's a smaller loss.
Why the income mindset is so tempting
The wheel produces a premium on almost every trade. Writing those numbers down each month feels like a paycheck. Brokers often show "premium collected" on their own, apart from the share value.
That's the trap. In a calm market, the income view and the cost-basis view agree. In a drawdown, they split apart, and the income view looks better than reality.
Signs you're in the income mindset:
- You know your premium total this year but not your account value.
- You'd sell a call below your cost to "keep something coming in."
- You roll trades to avoid ever seeing a loss on the screen.
- You describe a losing month as a good month because premium came in.
If one of those sounds familiar, our pages on I counted premium as profit too early and I rolled three times and I'm still losing go further.
The scoreboard that survives a drawdown
Track three numbers per position, not one:
- Cost basis per share. What you paid for the shares, minus every premium collected on them. Our wheel cost basis guide shows how.
- Current value. The share price times the shares, minus what it would cost to buy back any open option.
- Position result. Current value minus total cost. This is the only number that says whether you're winning.
Then check the whole account. If the account value is falling while the premium total rises, the premium isn't covering the drops.
When cost basis still isn't enough
The cost-basis mindset has its own trap: waiting forever. A stock that falls from $50 to $25 may take years to come back, or never come back. Selling calls at $48 for a dime each is slow repair.
So pair the mindset with an exit rule decided before you sell the first put. For example: if the business itself has broken, sell the shares and take the loss. Selling below your basis on purpose, as an exit, is fine. Selling below it by accident, for the premium, is the mistake.
This is general information, not tax advice. Premium and share sales are taxed by their own rules; check with a tax professional or your broker. In Canada, the same logic applies in a TFSA or RRSP, where covered calls are widely allowed and cash-secured puts depend on the broker.
Questions
Is option premium income?
Tax rules may call it income, but on the wheel it's better tracked as a reduction of the shares' cost. That's what shows whether the whole position is up or down.
What is the cost basis on the wheel?
The price you paid for the shares minus every premium you collected on them, from the put and every call. If you were assigned at $50 after collecting $2, your basis is $48.
Should I sell a covered call below my cost basis?
Only if you're happy to sell the shares at that price and lock in the loss. Doing it just to collect a premium is a common way to turn a paper loss into a real one.
Why is my account down if I collected premium every month?
Because the shares fell more than the premiums added. Premium only offsets part of a drop. Check the position result, not the premium total.
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