Add training workflow, datasets, and runbook
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156 Part II: Call Option Strategies
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that if XYZ is anywhere between 60 and 70 at expiration, the stock will be called away
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at 60 against the sale of the October 60 call, and the October 70 call will expire worth
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less. It makes no difference whether the stock is at 61 or at 69; the same result will
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occur. Table 6-5 and Figure 6-3 depict the results from this variable hedge at expira
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tion. In the table, it is assumed that the option is bought back at parity to close the
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position, but if the stock were called away, the results would be the same.
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Note that the shape of Figure 6-3 is something like a trapezoid. This is the
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source of the name "trapezoidal hedge," although the strategy is more commonly
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known as a variable hedge or variable ratio write. The reader should observe that the
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maximum profit is indeed obtained if the stock is anywhere between the two strikes
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at eiqJiration. The maximum profit potential in this position, $600, is smaller than the
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maximum profit potential available from writing only the October 60's or only the
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October 70's. However, there is a vastly greater probability of realizing the maximum
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profit in a variable ratio write than there is of realizing the maximum profit in a nor
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mal ratio write.
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The break-even points for a variable ratio write can be computed most quickly
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by first computing the maximum profit potential, which is equal to the time value
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that the writer takes in. The break-even points are then computed directly by sub
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tracting the points of maximum profit from the lower striking price to get the down
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side break-even point and adding the points of maximum profit to the upper striking
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price to arrive at the upside break-even point. This is a similar procedure to that fol
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lowed for a normal ratio write:
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TABLE 6-5.
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Results at expiration of variable hedge.
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XYZ Price at XYZ October 60 October 70 Total
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Expiration Profit Profit Profit Profit
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45 -$2,000 +$ 800 +$ 300 -$900
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50 - 1,500 + 800 + 300 - 400
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54 - 1,100 + 800 + 300 0
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60 500 + 800 + 300 + 600
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65 0 + 300 + 300 + 600
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70 + 500 - 200 + 300 + 600
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76 + 1,100 - 800 300 0
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80 + 1,500 -$1,200 700 - 400
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85 + 2,000 -1,700 - 1,200 - 900
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