Collar Strategy Calculator

Analyze the risk and reward of a protective collar options strategy. A collar combines owning stock with a Protective Put and a Covered Call to limit both downside risk and upside potential, often for little or no net cost.

Collar Details

Results

$1,050.00 Maximum Profit
Maximum Loss-$450.00 (-4.50%)
Max Profit %10.50%
Net Premium (Credit/Debit)$50.00
Breakeven Price$99.50
Downside Protection Starts5.00% below current price
Upside Capped At10.00% above current price

EDUCATION

Understanding the Collar Strategy

A collar is a three-part options strategy consisting of owning the underlying stock, buying a protective put below the current price, and selling a covered call above the current price. The call premium received offsets some or all of the put cost, making this an efficient way to hedge a stock position. Collars are popular among long-term investors who want to protect gains while maintaining some upside potential.

The key formulas are: Max Profit = (Call Strike - Stock Price + Net Premium) x Shares, where Net Premium per Share = Call Premium - Put Premium. Max Loss = (Put Strike - Stock Price + Net Premium) x Shares. Breakeven = Stock Price - Net Premium per Share. When the call premium equals the put premium, the collar is called a "zero-cost collar" with no net premium outlay.

For example, if you own 100 shares at $100, buy a $95 put for $2.50, and sell a $110 call for $3.00, the net credit is $0.50 per share ($50 total). Your max profit is $1,050 if the stock reaches $110 or higher, and your max loss is limited to $450 if the stock falls to $95 or lower. The breakeven is $99.50. This defined risk profile makes collars attractive for protecting concentrated stock positions or locking in gains ahead of uncertain events.

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