Calculate the dollar-denominated returns for each scenario. (Round your percentage answers to 2 decimal places. Negative amounts should be indicated by a minus sign.)
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Suppose a U.S. investor wishes to invest in a British firm currently selling for £64 per share. The investor has $12,800 to invest, and the current exchange rate is $2/£.
Suppose now the investor also sells forward £6,400 at a forward exchange rate of $1.90/£.
Required:
a. Calculate the dollar-denominated returns for each scenario. (Round your percentage answers to 2 decimal places. Negative amounts should be indicated by a minus sign.)
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- Suppose S(NZD/USD) = 1.5000 and S(MYR/USD) = 4.4000. What is the cross rate S(MYR/NZD)? Choose the closest answer to your own calculations. a. 2.9333 b. 0.3409 c. 6.6000 d. 0.1515Given the following data: R= $1.00N100 F=$1.00N90 lus 5% If the interest parity condition is expected to hold, interest rates in Japan (anan) should equal % (enter your answer as a percentage rounded to two dYou observe the following quoted money market rates: Bid Ask Spot exchange rate AUD1.185/USD AUD1.189/USD 95-day Forward exchange rate AUD1.341/USD AUD1.349/USD 95-day USD interest rate 5.57% p.a. 6.38% p.a. 95-day AUD interest rate 7.71% p.a. 8.81% p.a. What will your profit (in USD) be 95 days from now if you borrow USD3 million today and invest in Australia and then convert back to USD? In your calculations assume 360 days per year. a. -USD 361,605.85 b. -USD 352,934.10 C. -USD 272,802.68 d. -USD322,300.31 e. None of the options in this question.
- 2. Suppose you observe the following exchange rates: €1 = $1.25; £1 = $2.00. Calculate the £/€ cross rate and €/£ cross rateAssume the following: Spot USDBRL = 5.0500 1YR USD Money Market Rates = 1.50% 1YR BRL Money Market Rates = 9.00% What is the 1YR USDBRL forward rate? (Recall that Money Market Rates are quoted as annualized rates)Solve all questions , otherwise I will give you downvote CIP stands for covered interest parity. Solve for blank. According to CIP, 1. if i_$=5%, i_yen=10%, current exchange rate is 100 yen/$, then forward exchange rate would be ____ yen/$. 2. if i_$=5%, i_yen=10%, forward exchange rate is 100 yen/$, then current exchange rate is ____ yen/$. 3. if i_$=5%, current exchange rate is 110 yen/$, forward exchange rate is 100 yen/$, then i_yen= ____ %. (if your answer is 8%, you can put 8 in the blank, not 0.08). 4. US interest rate is i_$=20%. An investor is indifferent between putting $ savings in US saving account, or converting their $ savings into euro, buy a DaVinci painting, hold on to the Painting for one year, sell it at the end of the year for euro, and convert euro back to $. If the painting is expected to appreciate 15% over the next year, then euro is expected to appreciate ____% relative to $ over the same year.
- Given the following data: R = $1.00¥115 %D F = $1.00¥140 ius. = 8% U.S. If the interest parity condition is expected to hold, interest rates in Japan (i lapan) should equal % (enter your answer as a percentage rounded to two decimal places). Given the following data: E, = ¥110 = $1.00 E41 = ¥140 = $1.00 {one year later} %3D İJapan = 5% annually İu.s. = 6% annually Calculate the future value of a $1,000 investment. If the $1000 is invested in the U.S., the future value is $ (Round your response to two decimal places.)A. If $1.55 = 1 pound, what is the pound price of dollars? B. If $/pound = 1.6510 and $/Euro = 1.0131, what is pound/Euro? C. If s = $1.5204/pound and f = $1.5210/pound, which currency is at a forward premium? What is the magnitude of the forward premium? What is the magnitude of the forward discount?Required: Based on the following formula and the expression for inflation rate, calculate the H DE HIF EHIF = PH-PF π F= 3% EH/F=0.7341 EHF=0.7361 country. T denotes the growth rate in price level (inflation). Note: H- Home country; F - Foreign
- If the expected inflation rate is 3.45%, the realized real rate of return is 3.80%, and the actual inflation rate is 2.15%, what is the required real rate of return? а. 1.45% b. 2.50% С. 5.60% d. 2.35%The exchange rate is $1.1752/€ Suppose you need €10,000. How many $? Suppose you have $5,000. Howmany €? A. 54,254: €5,875 B. $11,752: €4,254 C. 58,509: €11,752 D. $11,752: €5,874If the exchange at time t is Et = €1.2/$. You invest $1 in an euro asset at t, which has an interest of 8%. When the asset expires at t+1, you get paid € (x.x round UP to one decimal place). If Et+1 = €1.02/$, then your rate of return in terms of € is % (round to the nearest integer). Question 8 options: Blank # 1 Blank # 2