The market received rumour about ABC corporation's tie-up with a multinational company. This has induced the market price to move up. If the rumour…
CA Final · Advanced Financial Management · MTP · May 2025
The market received rumour about ABC corporation's tie-up with a multinational company. This has induced the market price to move up. If the rumour is false, the ABC corporation stock price will probably fall dramatically. To protect from this an investor has bought the call and put options. He purchased one 3 months call with a striking price of 42for 2premium, and paid Re.1 per share premium for a 3 months put with a striking price of 40. (i) Determine the Investor's position if the tie up offer bids the price of ABC Corporation's stock up to 43 in 3 months. (ii) Determine the Investor's ending position, if the tie up programme fails and the price of the stocks falls to 36 in 3 months.
Suggested Answer and Working Notes:
Cost of Call and Put Options = (Premium per call share × Number of shares per call) + (Premium per put share × Number of shares per put) Assuming 100 shares per option contract for calculation purpose (not explicitly given, but common practice for options problems). Cost = (2per share × 100 shares) + (1per share × 100 shares) = 200 +100 = 300 (i) Investor's position if stock price rises to 43: Market price = 43 Call option: Strike price = 42. Since market price (43) > strike price (42), the call option will be exercised. Gain from call = (Market Price - Strike Price) × Number of shares = (₹ 43 -42) × 100 = 1 × 100 = 100 Put option: Strike price = 40. Since market price (43) > strike price (40), the put option will not be exercised (it will expire worthless). Ending position = (- Cost of options) + Gain from call = -300 +100 = -200 Net Loss = 200 (ii) Investor's ending position if stock price falls to 36: Market price = 36 Call option: Strike price = 42. Since market price (36) < strike price (42), the call option will not be exercised (it will expire worthless). Put option: Strike price = 40. Since market price (36) < strike price (40), the put option will be exercised. Gain from put = (Strike Price - Market Price) × Number of shares = (₹ 40 -36) × 100 = 4 × 100 = 400 Ending position = (- Cost of options) + Gain from put = -300 +400 = 100 Net Gain = 100
Topics: Derivatives Analysis & Valuation
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