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liberstina [14]
3 years ago
10

The nominal exchange rate is 4 Saudi Arabian riyals, 8 Moroccan dirham, 60 Indian rupees, or .8 euros per U.S. dollar. A fast fo

od breakfast costs $5 in the U.S., 30 riyals in Saudi Arabia, 40 Moroccan dirham in Morocco, 250 Indian rupees in India, and 5 euros in France. According to these numbers, where is the real exchange rate between American and foreign goods the lowest?a. Saudi Arabia
b. Britain
c. India
d. Morocco
Business
2 answers:
ale4655 [162]3 years ago
7 0

Answer:

A) Saudi Arabia

Explanation:

The real exchange rate = nominal exchange rate x (domestic price of a breakfast / foreign price of a breakfast)

a breakfast in America = $5

a breakfast in Saudi Arabia = $7.50

a breakfast in Morocco = $5

a breakfast in India = $4.17

a breakfast in France/Britain = $6.25

real exchange rate with Saudi Arabia = $1 x ($5/$7.50) = $0.67, the riyal is over appreciated against the US dollar

real exchange rate with Morocco = $1 x ($5/$5) = $1

real exchange rate (India) = $1 x ($5/$4.17) = $1.20, the rupee is undervalued against the US dollar

real exchange rate (France/Britain) = $1.25 x ($5/$6.25) = $1

rosijanka [135]3 years ago
6 0

Answer:

b. Britain (France)

Explanation:

The nominal exchange rate is the rate at which an individual can trade the currency of his country for another country.

According to the numbers given for exchange rates, the real exchange rate between American and foreign goods is lowest with Britain.

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At the end of April, Cavy Company had completed Job 766 and 765. According to the individual job cost sheets the information is
bija089 [108]

Answer:

a)

Job          Direct Materials     Direct Labor     overhead         Total Job cost

Job 765               $6,160           $1,848              $3,366                 $11,374

Job 766               $10,944         $3,456             $9,792                $24,192

b)

For Job 765 = $86.167

For Job 765 = $126

Explanation:

Data provided in the question:

Job                 Direct Materials            Direct Labor          Machine Hours

Job 765               $6,160                         $1,848                      22

Job 766               $10,944                       $3,456                     64

Overhead rate = $153 per hour

Job 765 consisted = 132 units

766 consisted = 192 units

now,

Overhead = Machine Hours × Overhead rate

For Job 765 = 22 × 153

= $3366

For Job 766 = 64 × 153

= $9792

Total job cost i.e  balance on the job cost sheets

= Direct Materials  + Direct Labor + overhead

a)

Job          Direct Materials     Direct Labor     overhead         Total Job cost

Job 765               $6,160           $1,848              $3,366                 $11,374

Job 766               $10,944         $3,456             $9,792                $24,192

b)

Cost per unit = [ Total job cost ] ÷ Total units

For Job 765 = $11,374 ÷ 132

= $86.167

For Job 765 = $24,192 ÷ 192

= $126

8 0
3 years ago
What two words are often associated with centrally planned economies?
yan [13]

Answer:

two words are socialism and communism

3 0
3 years ago
Read 2 more answers
Alpha Company sold goods to customers who used Under-the-Hill bank credit cards. Credit card sales on July 8, 2016 amounted to $
adoni [48]

Answer:

Accounts receivables -under-the-Hill   11,700 debit

credit card fees expense                          300 debit

            sales revenues                                      12,000 credit

Explanation:

The credit card fee is considered an expense

$12,000 x 0.025 = 300

We will debit our accounts receivables for the difference between the 12,000 billed and the fee charged for Under-the-Hill credit car:

12,000 - 300 0 11,700

5 0
2 years ago
Ralph buys a perpetuity due paying 500 annually. He deposits the payments into a savings account earning interest at an effectiv
Leto [7]

Answer:

X = 1523

Explanation

Perpetuity due = (C/r) + C. Where Annual payment C =500, Annual effective interest rate = 10%

Perpetuity due = (500/10%) + 500 = 5500

Value of perpetuity due will remain same after 10 years

Money in saving account can be calculated with FV of an Annuity due formula

FV = C*(1+r) *{(1+r) ^n−1} / r

Where n = 10 years

FV = 500*(1+10%) * {(1+10%)^10 - 1} / 10%

FV = 500*1.10 * [1.10^10 - 1 / 0.10}

FV = 550 * 1.5937424601/0.10

FV = 550 * 15.937424601

FV = 8765.58353055

FV = 8766

Total proceeds = 5500 + 8766 = 14266

Now this proceed is the present value for annual payment of X calculation  . Formula of the present value (PV) of annuity due: PV = X * [1- (1+r) ^-n / r] * (1+r) : Where  PV = 14266, Annuity payment X = ?, Interest rate r = 10%, Period of annuity = 20 years.

1.10^-20

PV = X * [1- (1+r)^-n / r] * (1+r)

14266 = X * (1 - (1+10%)^-20 / 10%) * (1+10%)

14266 = X * [1 - 0.14864362802/0.10]*1.10

14266 = X * [8.5135637198*1.10]

14266 = X * 9.3649

X = 14266 / 9.3649

X = 1523.347820051469

X = 1523

3 0
2 years ago
epartments have estimated annual factory overhead costs of $256,000 and $480,000, respectively. The Fabrication Dept. expects 25
Phoenix [80]

Answer:

Factory overhead cost charged to each unit:

                                                     Fabrication     Assembly

Factory overhead rates                  $10.24             $0.81

Machine hours per unit                   5

Direct labor cost per unit                                       $118.40

Factory overhead cost per unit   $51.20             $95.90

Explanation:

a) Data and Calculations:

                                         Fabrication            Assembly

Annual overhead costs  $256,000              $480,000

Expected machine hours   25,000                             0

Expected direct labor costs         0               $592,000

Overhead rates                $10.24                  $0.81

                         ($256,000/25,000)             ($480,000/$592,000)

Assuming number of units produced = 5,000

Each unit will consume   5 (25,000/5,000)   $118.40 ($592,000/5,000)

                                    machine hours           direct labor cost

Overhead cost per unit = $51.20                  $95.90

                                     ($10.24 * 5)               ($118.40 * $0.81)

5 0
2 years ago
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