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If a trader creates a Put Butterfly Spread using 3800, 3600 and 3400 strike prices of ASX200 index, which costs 370, 280 and 210 respectively, what would be the max gain from this strategy
If a trader creates a Put Butterfly Spread using 3800, 3600 and 3400 strike prices of ASX200 index, which costs 370, 280 and 210 respectively, what would be the max gain from this strategy. The value of one index point is $25.
Group of answer choices
A. Gain of $4500
B. Gain of $200
C. Gain of $4800
D. Gain of $18
Expert Solution
Ans) c. Gain of $4800
Butterfly spread put is constructed by buying put option of higer strike price , selling 2 put option with lower strike price and buying one put option with even lower strike price.
Thus Put option with strike price 3800 is to be bought
Put option with strike price 3400 is to be bought
2 Put option with strike price 3600 is to be sold
Premium paid= Premium paid for purchase of Put option with strike price 3800 + Premium paid for purchase of Put option with strike price 3400 - (2 x Premium received for selling Put option with strike price 3600)
= 370 + 210 - (2 x 280)
= 370 + 210 - 560
= 20
Total premium paid = 20 x 25 = 500 $
Table showing profit
| Price as at expiry | Profit on Put option with strike price 3800 | Loss on 2 Put option sold with strike price 3600 | Profit on Put option with strike price 3400 | Premium paid | Net profit |
| A | B | C | D | A+B+C-D | |
| 2800 | 25000 | -40000 | 15000 | 500 | -500 |
| 2900 | 22500 | -35000 | 12500 | 500 | -500 |
| 3000 | 20000 | -30000 | 10000 | 500 | -500 |
| 3100 | 17500 | -25000 | 7500 | 500 | -500 |
| 3200 | 15000 | -20000 | 5000 | 500 | -500 |
| 3300 | 12500 | -15000 | 2500 | 500 | -500 |
| 3400 | 10000 | -10000 | 0 | 500 | -500 |
| 3500 | 7500 | -5000 | 500 | 2000 | |
| 3600 | 5000 | 0 | 500 | 4500 | |
| 3700 | 2500 | 500 | 2000 | ||
| 3800 | 0 | 500 | -500 | ||
| 3900 | 500 | -500 | |||
| 4000 | 500 | -500 | |||
| 4100 | 500 | -500 | |||
| 4200 | 500 | -500 |
Thus maximum profit = $ 4500
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