The greeks, pg 9, exam style ques

Discussion in 'CT8' started by suraj, Mar 14, 2013.

  1. suraj

    suraj Member

    In part (ii)(a) of the solution there is a line given in the end

    "So a short holding of one derivative requires selling 0.03663 shares to achieve a delta hedged portfolio"

    Could someone explain this to me in detail? Many thanks
     
  2. Whippet1

    Whippet1 Member

    The delta of -0.03663 means that if the share price changes by one cent say, then the price of the derivative will change by -0.03663 cents.

    So, if you have a short holding in one derivative, ie minus one derivatives each with a delta of -0.03663, then you will need to hold -0.03663 shares (each with a delta of +1) to delta hedge your derivative position.

    Your overall portfolio delta will then be:

    -1 * -0.03663 + (-0.03663) * +1 = 0

    and if the share price rises by 1 cent, the change in your portfolio value will be:

    -1 * -0.03663 + (-0.03663) * +1 = 0 :)
     
  3. suraj

    suraj Member

    got it!, thanks for explaining it mate :)
     

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