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Lelu [443]
2 years ago
5

. Assume that the dollar-Euro exchange rate (E$/€) = 1.1, the U.S. interest rate is 4% and the Euro interest rate is 1%, and tha

t covered interest parity holds. a. How many Euros will an American investor with $1,000 have a year from now? b. What is the forward exchange rate (F$/€) ?
Business
1 answer:
emmainna [20.7K]2 years ago
3 0

Answer:

1) €918

2) E$/€)= 1.13

Explanation:

1) the dollar-Euro exchange rate (E$/€) if 1.1 means that from one Euro you can buy 1.1 dollars. So if an American investor invests $1,000 today in Euros he will get 1000/1.1= 909.09 Euros. Then if he invests 909.09 euros at an interest rate of 1% he will have (909.09*1.01)=918 euros.

The formula for forward exchange rate is

FWD= Spot price *(1+Interest rate of variable currency *Days/Annual Base)/(1+interest rate of base currency *days/annual base)

In this case the spot price is 1.1, the euro is the base currency and the dollar is the variable currency. The annual base is 365 and the days are also 365 since the we to find 1 year forward rate so days/annual base is 1.

FWD= 1.1*(1.04*1)/(1.01*1)= 1.13

This means that in a one year forward one Euro will cost $1.13

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Step-by-step explanation:

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3 years ago
Manufacturing cost data for Orlando Company, which uses a job order cost system, are presented below. Indicate the missing amoun
mafiozo [28]

Answer:

a=   54796

h=  80,824

d=117916  

i=67915.68  

e=$ 352196  

b=  58,800  

f= 373496

j=  234500

c= 15100

k=   1900

g=3721596

Explanation:

Orlando Company

Manufacturing Cost Data

                                                 Case A          Case B       Case C

Direct materials used                 (a)               $91,200    $69,000

a=149,800 - 42,804-  52,200     54796

Direct labor                               52,200         143,800          (h)

$69,000 +x+0.82h= 216100

1.82h= 216100-69000

h= 147100/1.82= 80,824                                                     80,824

Manufacturing overhead applied 42,804      (d)                   (i)

d=82% of 143,800=117916                                 117916

i=82% of 80824 =  67915.68                                                 67915.68                      

Total manufacturing costs 149,800                 (e)              216,100

e=$91,200+ 143,800+ 117916                              352196

Work in process 1/1/14              (b)                21,300           18,400

b=208,600- 149,800                   58,800

Total cost of work in process 208,600         (f)                   (j)

f=352196+ 21,300                                           373496

j=216,100 + 18,400                                                               234500

Work in process 12/31/14             (c)               11,900            (k)

c=208,600 - 193,500                     15100

k=234500 -232,600                                                            1900

Cost of goods manufactured 193,500           (g)             232,600

g=373496- 11,900                                         3721596

The formulas used are given below.

Total Manufacturing Cost = Direct Materials + Direct Labor + Factory Overheads

Total cost of work in process= Total manufacturing costs+ Opening Work in process

Cost of goods manufactured= Total cost of work in process - Closing Work in process

In each of these if two amounts are known we can find the third one.We can also do rearrange these to find the required amounts.The calculation of each of the missing amount has been done next to it.

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