Assume that you are a retail customer. Use the information below to answer the following question. Bid Ask Borrowing Lending S0($/)$1.40=1.00$1.43=1.00 i\$ 6.50% APR 6.40% APR F360($/)$1.44=1.00$1.49=1.00i3.50% APR 3.30% APR In which of these cases your gain is higher? How much is the actual gain in euros? (i) If you had 1,000,000, traded them for USD at S0, invested the dollars in the U.S. for one year, and exchanged your dollars for EUR at F360. (ii) If you had 1,000,000, invested your euros in the eurozone. Both options yield 35,000. Option (ii) has a higher yield, gain =35,000. Option (i) has a higher yield, gain =22,369. Option (i) has a higher yield, gain =33,771. Option (ii) has a higher yield, gain =33,000 Assume that you are a retail customer. Use the information below to answer the following question. Bid Ask Borrowing Lending S0($/)$1.40=1.00$1.43=1.00 i\$ 6.50% APR 6.40% APR F360($/)$1.44=1.00$1.49=1.00i3.50% APR 3.30% APR In which of these cases your gain is higher? How much is the actual gain in euros? (i) If you had 1,000,000, traded them for USD at S0, invested the dollars in the U.S. for one year, and exchanged your dollars for EUR at F360. (ii) If you had 1,000,000, invested your euros in the eurozone. Both options yield 35,000. Option (ii) has a higher yield, gain =35,000. Option (i) has a higher yield, gain =22,369. Option (i) has a higher yield, gain =33,771. Option (ii) has a higher yield, gain =33,000