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Assume you open a CFD that shorts the EUR/USD. To do so, you sell 10,000 CFD contracts on the EUR/USD pair, which is trading at 1.2156 / 1.2157 (Spread 0.0001). The margin required for this trade is 3.33%. Therefore, you will have to pay the following margin: 10,000 x 1.2156 x 3.33% = $404.79
Applying an EUR/USD exchange rate of 1.2156, the margin required for the trade will be €333.
Once the 10,000 CFDs are sold at 1.2156, you will have a profit or loss based on the price movement in the market. For example:
If the price of the EUR/USD drops to 1.2090 / 1.2091 and you decide to close your position, the result will be as follows:
(1.2156 x 10,000) - (1.2091 x 10,000) = 12,156 - 12,091 = $65, applying an EUR/USD exchange rate of 1.2091, the result of the trade will be €53.75, equivalent to a positive return of 16.14%.
If, on the contrary, the price of EUR/USD rises to 1.2196 / 1.2197 and you decide to close your position. The result will be as follows:
(1.2156 x 10,000) - (1.2197 x 10,000) = 12,156 - 12,197 = -$41, applying an EUR / USD exchange rate of 1.2197, the result of the trade will be -€33.61, equivalent to a negative return of 10.09%.
If in either of the two examples above, you keep your position open overnight once the market closes, you will have to add the overnight financing cost to your costs. This cost is calculated as follows:
Short position: Notional amount x (1% - benchmark rate 1 % + benchmark rate 2 %) / 365
In this case, benchmark rate 1 is 1M EURIBOR and benchmark rate 2 is SOFR.
We apply the formula for taking short positions: 10,000 x [1% + (-0.54%) - 0.15%] / 365 = €0.08/day.
|
Notional value of the trade |
10,000 x 1.2156 = $12,156
|
|
Margin 3.33% |
€333 |
|
Spread |
0.0001% |
|
1M Euribor
|
-0.54%
|
|
SOFR |
0.15% |
|
Entry cost
|
10,000 x 0.0001 = 1/2 = $0.5 exchange rate of €1.2155 = €0.41
|
|
Purchase fee |
0
|
|
Overnight financing cost*
|
$12,156 x [1% - (-0.54) - 0.15%] / 365 = $0.10 exchange rate of €1.2156 = €0.08
|
|
Exit cost
|
10,000 x 0.0001 = 1/2 = $0.5 exchange rate of €1.2156 = €0.41
|
|
Sales fee
|
0
|
|
Total costs
|
€0.9 (equivalent to 0.009% of the initial investment).
|
|
*Only if the position is held from one day to another
|