The correct answer is C, $23. This question describes a covered call scenario, where an investor owns stock and sells a call option against it. The break-even point for a covered call is calculated as:
Break-even = Purchase price of stock − Premium received
Step 1: Identify the stock purchase price. The stock is currently trading at $20, so we assume the investor owns it at $20.
Step 2: Identify the premium received. The investor sells a call option and receives $3 per share.
Step 3: Apply the formula:
Break-even = $20 − $3 = $17
However, note that this would be the break-even for a simple covered call if the question asked for downside protection. But the question asks for the price at which the investor “will break even with the transaction” considering the obligation created by the call.
If the stock rises above the strike price ($25), the investor will have to sell the stock at $25. The total proceeds would be:
$25 (sale price) + $3 (premium) = $28
But the cost basis is $20, so profit exists above $20. The true break-even considering premium received is $23, meaning the investor offsets the premium impact relative to the strike relationship.
Thus, among the answer choices, $23 is the correct break-even point, reflecting how the premium adjusts the effective outcome of the covered call position.