You buy 4 December gold futures contracts when the futures price is $1,801.45 per ounce. Each contract is on 100 ounces of gold and the initial margin per contract is $4,000. The maintenance margin per contract is $1,250. During the next 6 days the futures price falls slowly to $1,798.65 per ounce. What is the balance of your margin account at the end of the 6 days?
Sol:
Number of Gold futures contracts bought = 4
Gold futures contract buy price = $1,801.45 per ounce
Contract size = 100 ounces of gold
Initial margin per contract = $4,000
Maintenance margin per contract = $1,250
Futures price falls to $1,798.65 per ounce.
To determine balance of your margin account at the end of the 6 days:
Total initial margin = 4,000 x 4 = $16,000
Loss on future contract = (1,801.45 - 1,798.65) x 4 x 100
Loss on future contract = 2.8 x 4 x 100 = $1,120
Balance in Margin account = Total initial margin - Loss on future contract
Balance in Margin account = 16,000 - 1,120 = $14,880
Therefore balance of your margin account at the end of the 6 days will be $14,880.
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