534 A Complete Guide to the Futures mArket Thus: Ratio call writ el ong c all short put short c alls or Rati ≈+ + 2, oo call wr ite short put short call≈+ The right-hand term of this last equation is, in fact, the definition of a short straddle. In similar fashion, it can be demonstrated that a short put write (short futures + short 2 puts) would also yield a profit/loss profile nearly identical to the short straddle position. Strategy 18: bull Call Money Spread (Long Call with Lower Strike price/Short Call with higher Strike price) example. Buy an August $1,250 gold futures call at a premium of $19.20/oz ($1,920) and simultaneously sell an August $1,300 call at a premium of $9.10 ($910). (See Table 35.18 and Figure 35.18.) Comment. This type of spread position is also called a debit spread because the amount of premium paid for the long call is greater than the amount of the premium received for the short call. The maxi- mum risk in this type of trade is equal to the difference between these two premiums. The maximum possible gain in this spread will be equal to the difference between the two strike prices minus the net difference between the two premiums. The maximum loss will occur if prices fail to rise at least beyond the lowest strike price. The maximum gain will be realized if prices rise above the higher strike price. Note that although the maximum profit exceeds the maximum risk by a factor of nearly 4 to 1, the probability of a loss is significantly greater than the probability of a gain. This condition is true since prices must rise $60.10/oz before the strategy proves profitable. tabLe 35.18 profit/Loss Calculations: bull Call Money Spread (Long Call with Lower Strike price/ Short Call with higher Strike price) (1) (2) (3) (4) (5) (6) (7) (8) Futures price at expiration ($/oz) premium of august $1,250 Call ($/oz) $ amount of premium paid premium of august $1,300 Call ($/oz) Dollar amount of premium received $1,250 Call Value at expiration $1,300 Call Value at expiration profit/Loss on position [(5) − (3) + (6) − (7)] 1,000 19.2 $1,920 9.1 $910 $0 $0 -$1,010 1,050 19.2 $1,920 9.1 $910 $0 $0 -$1,010 1,100 19.2 $1,920 9.1 $910 $0 $0 -$1,010 1,150 19.2 $1,920 9.1 $910 $0 $0 -$1,010 1,200 19.2 $1,920 9.1 $910 $0 $0 -$1,010 1,250 19.2 $1,920 9.1 $910 $0 $0 -$1,010 1,300 19.2 $1,920 9.1 $910 $5,000 $0 $3,990 1,350 19.2 $1,920 9.1 $910 $10,000 $5,000 $3,990 1,400 19.2 $1,920 9.1 $910 $15,000 $10,000 $3,990