In: Finance
(a)
Yes, Bank USA is exposed to an appreciation or depreciation of the dollar relative to the euro. As Bank USA purchased euro-denominated CDs. So on maturity, the Bank USA will receive Euro and need to convert them into USD using the conversion rate. Hence, if the dollar appreciate against the euro, Bank USA will receive less dollar back and if dollar is depreciated against the euro, then Bank USA will receive more dollar back.
(b)
Bank USA purchased CDs worth $10 million
Equivalent amount in Euro = € (10 million / 1.104) (As current spot rate of U.S dollars for euros is $1.104/ €1)
= € 9,057,971.014
So Bank USA purchased CDs worth € 9,057,971.014
Now it gets 10 percent interest annually
So after 1 year,
Bank USA will get = € 9,057,971.014 * (1 + 0.1) (Amount = Principal * (1 + Rate))
= € 9,963,768.11594
Bank USA will now have to convert this Euros into USD using appreciated conversion rate of $1.004/1€
Equivalent amount in USD = $ 9,963,768.11594 * 1.004
= $ 10,003,623.188
Annual return = Change in Amount / Original Amount
= ($10,003,623.188 – $10,000,000)/$10,000,000
= 0.00036231
= 0.036%
(c)
Bank USA purchased CDs worth $10 million
Equivalent amount in Euro = € (10 million / 1.104) (As current spot rate of U.S dollars for euros is $1.104/ €1)
= € 9,057,971.014
So Bank USA purchased CDs worth € 9,057,971.014
Now it gets 10 percent interest annually
So after 1 year,
Bank USA will get = € 9,057,971.014 * (1 + 0.1) (Amount = Principal * (1 + Rate))
= € 9,963,768.11594
Bank USA will now have to convert this Euros into USD using depreciated conversion rate of $ 1.204/1€
Equivalent amount in USD = $ 9,963,768.11594 * 1.204
= $ 11,996,376.8116
Annual return = Change in Amount / Original Amount
= ($11,996,376.8116 – $10,000,000)/$10,000,000
= 0.19963768116
= 19.964%