Suppose you get the following quotes from Bank A and B on Euro.
Bank A Bid Ask Bank B Bid Ask
USD1.2610/EU USD1.2630/EUR USD1.2640/EUR USD1.2660/EUR
You realize that you can use local arbitrage to take advantage of the quotes difference. If you could put as much as $1 million into the arbitrage, how much would be your arbitrage profits? To get full credits, you need to include step by step instructions on how to carry out this strategy.
Bank A | |||
Bid, $/Euro = 1.2610 | |||
Ask, $/Euro = 1.2630 | |||
Bank B | |||
Bid, $/Euro = 1.2640 | |||
Ask, $/Euro = 1.2660 | |||
Step 1 | |||
Buy Euro from Bank A at Ask rate | |||
Euro Inflow = $1000000/1.2630 | |||
= Euro 791765.6 | |||
Step 2 | |||
Sell Euro in Bank B at Bid rate | |||
S Inflow = Euro 791765.6*1.2640 | |||
= $1000792 | |||
Arbitrage profit = $1000792-$100000 | |||
= $792 |
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