Question

Suppose, you are an investment broker. Your client wants to take five option positions on the...

Suppose, you are an investment broker. Your client wants to take five option positions on the stock of Plumbus. The stock is currently trading at $40.

(1) She wants to buy a call option with a strike price of $40 at an option price of $4.

(2) She also wants to buy a put option with a strike of $45 at an option price of $10.

(3) She also wants to sell a second call option with a strike of $30, and an option price of $14.

(4) She also wants to sell a put option with a strike of $44, and an option price of $8.

(5) Finally, she wants to buy a call option with a strike price of $43, and an option price of $3.

Construct a profit diagram for this investment strategy. Create a graph of the portfolio payouts.

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Answer #1

Payoff of a long call option = Max[S-X, 0] - P

Payoff of a short call option = P - Max[0, S-X]

Payoff of a long put option = Max[X-S, 0] - P

Payoff of a short put option = P - Max[0, X-S]

S = underlying price at expiry,

X = strike price

P = premium paid or received (long options involve paying premium, and short options receive premium)

$14 $6 $0 $7 $2 ($31 - в C D E F Stock Long Short Long Short Long price Call Call Put PutCall Net ($40) ($30) ($45) ($44) ($4

A 1 2 3 4 5 6 10 Stock price at expiry Long Call ($40) 30 =MAX(A2-40,0)-4 31 =MAX(A3-40,0)-4 32 =MAX(A4-40,0)-4 33 =MAX(A5-40

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