Page 33 - FINAL CFA II SLIDES JUNE 2019 DAY 10
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LOS 39.a: Describe and compare how equity, interest
    rate, fixed-income, and currency forward and futures            READING 39: PRICING AND VALUATION OF FORWARD COMMITMENTS
    contracts are priced and valued.
    LOS 39.b: Calculate and interpret the no-arbitrage
    value of equity, interest rate, fixed-income, and                MODULE 39.6: PRICING AND VALUATION OF CURRENCY CONTRACTS
    currency forward and futures contracts.

     Futures Contracts
     Futures contracts are very much like the forward contracts except that they trade on organized exchanges. Each exchange has a
     clearinghouse which guarantees that traders in the futures market will honor their obligations. The clearinghouse does this by
     splitting each trade once it is made and acting as the opposite side of each position. To safeguard the clearinghouse, the
     exchange requires both sides of the trade to post margin and settle their accounts on a daily basis. Thus, the margin in the
     futures markets is a performance guarantee.



     Marking to market is the process of adjusting the margin balance in a futures account each day for the change in the value of
     the contract from the previous trading day, based on the settlement price.


     The pricing relationship discussed earlier also generally applies to futures contracts.


     • Like forward contracts, futures contracts have no value at contract initiation.
     • Unlike forward contracts, futures contracts do not accumulate value changes over the term of the contract. Since futures
        accounts are marked to market daily, the value after the margin deposit has been adjusted for the day’s gains and losses in
        contract value is always zero.


     • The futures price at any point in time is the price that makes the value of a new contract equal to zero. The value of a futures
        contract strays from zero only during the trading periods between the times at which the account is marked to market:


        value of futures contract = current futures price − previous mark-to-market price


      If the futures price increases, the value of the long position increases. The value is set back to zero by the mark-to-market at
      the end of the mark-to-market period.
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