Question

In: Finance

Currency appreciation: Consider price of beer. Let's pretend that last year a bottle of beer used to cost one dollar, but this year it costs two dollars per bottle.

1)         Currency appreciation: Consider price of beer. Let's pretend that last year a bottle of beer used to cost one dollar, but this year it costs two dollars per bottle.


                        a)         This means beer costs twice as much as last year; or beer price has gone up by ___________%

                        b)         One dollar buys half as much beer as last year; or dollar has fallen in value by ___________%

            Note: The same idea works for relative values of currencies, i.e. appreciation of Yen against the dollar or depreciation of dollar against the Yen.


2)         Do problem 1 using different data. Last year a bottle of beer used to cost $ 0.50, but this year it costs $ 0.60.

              a) Beer price has gone up by    _________%

              b) Dollar has fallen in value by       _________%


3)         Find PVfor following cash flows using a discount rate of 10% per period, all periods are of the same (but unspecified) duration.

                     0_____1_____2_____3_____4

                            $10      $10      $10      $110

              a) use calculator, make sure that you know the procedure.

              N=____, PMT=_____, i=____, FV=_____,                                                              

              PV=_____

              b) use spreadsheet, make sure that you know the procedure

                     PV=________

              c) use intuition:    PV=_____because ____________________

                     Hint: Compare coupon rate and discount rate.

              d) if we use a higher discount rate the PV will be                                                        higher/lower

Solutions

Expert Solution

1. Currency appreciation: Consider price of beer. Let's pretend that last year a bottle of beer used to cost one dollar, but this year it costs two dollars per bottle.

a) This means beer costs twice as much as last year; or beer price has gone up by 100% [(Current price - last year price) / last year price = (2 - 1) / 1 = 100%]

b) One dollar buys half as much beer as last year; or dollar has fallen in value by 50% [(Current price - last year price) / Current price = (2 - 1) / 2 = 50%]

Note: The same idea works for relative values of currencies, i.e. appreciation of Yen against the dollar or depreciation of dollar against the Yen.

2) Do problem 1 using different data. Last year a bottle of beer used to cost $ 0.50, but this year it costs $ 0.60.

a) Beer price has gone up by 20% [(Current price - last year price) / last year price = (0.60 - 0.50) / 0.50 = 20%]

b) Dollar has fallen in value by 16.67 % [(Current price - last year price) / Current price = (0.60 - 0.50) / 0.60 = 16.67%]

3) Find PV for following cash flows using a discount rate of 10% per period, all periods are of the same (but unspecified) duration.

     0_____1_____2_____3_____4

                            $10      $10      $10      $110

a) use calculator, make sure that you know the procedure.

N=4, PMT=-4, i=10%, FV=-100,                                                              

PV=$100

d) if we use a higher discount rate the PV will be Lower


Related Solutions

Consider two products in the same product area: Sales price (per unit) Direct material cost Direct...
Consider two products in the same product area: Sales price (per unit) Direct material cost Direct labor cost Product 1 $62 $16 $14 Product 2 $78 $34 $12 Assuming the above unit price and costs remain unchanged, calculate the net operating profit margins of these products in 2009 and 2010 using the overhead allocation method as in the case. Which of the two products is more profitable? Overhead allocation rate 2009: .61 2010: .98\ I really need help understanding this....
Consider a two-period binomial model for the stock price with both periods of length one year....
Consider a two-period binomial model for the stock price with both periods of length one year. Let the initial stock price be S0 = 100. Let the up and down factors be u = 1.25 and d = 0.75, respectively and the interest rate be r = 0.05 per annum. If we are allowed to choose between call and put option after one year, depending on the up and down states (head and tail respectively), which option do you choose...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT