In: Finance
Assume the following information:
USD/AUD, bid/ask: 0.7 / 0.75
USD/MXP, bid/ask: 0.074 / 0.076
MXP/AUD, bid/ask: 8.13 / 8.32
Assume you have 1 million USD to conduct one cycle of triangular arbitrage. What will be your profit from implementing this strategy? Remember to pay careful attention whether you're trading at the bid or the ask with the bank.
This is the cross currency arbitrage and calculation of profit by implementing the strategy;
Amount |
10,00,000 | |
First Currency | USD | |
Second Currency | AUD | |
Third Currency | MXP | |
Market A | BID | ASK |
USD/AUD | 0.700 | 0.750 |
MXP/AUD | 8.130 | 8.320 |
USD/MXP | 0.084 | 0.092 |
Market B | BID | ASK |
USD/MXP | 0.074 | 0.076 |
MXP/USD | 13.514 | 13.158 |
Arbitrage opportunity | ||
Buy 74000 x MXP from A @ 0.6016 AUD | ||
Buy 1000000 x USD from B @ 0.740 MXP | ||
Sell 1000000 x USD to A @ 0.75 AUD | ||
PROFIT | 1,48,380 | AUD |