Finance TB Chap 20
Finance TB Chap 20
Finance TB Chap 20
Answer: TRUE
Topic: International Finance in Practice: First Islamic Forfaiting Fund Set Up
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2) International trade is more difficult and risky from the exporter's perspective than is
domestic trade because
A) the exporter may not be familiar with the buyer, and thus not know if the importer is a
good credit risk.
B) if the merchandise is exported abroad and the buyer does not pay, it may prove difficult, if
not impossible, for the exporter to have any legal recourse.
C) political instability makes it risky to ship merchandise abroad to certain parts of the world.
D) all of the options
Answer: D
Topic: A Typical Foreign Trade Transaction
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Answer: C
Topic: A Typical Foreign Trade Transaction
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Answer: A
Topic: A Typical Foreign Trade Transaction
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5) A time draft can become a negotiable money market instrument called
A) Eurodollars.
B) a banker's acceptance.
C) a letter of credit.
D) a bill of lading.
Answer: B
Topic: A Typical Foreign Trade Transaction
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Answer: B
Topic: Forfeiting
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7) When a bank purchases at a discount from an importer a series of promissory notes in favor
of an exporter, this is called
A) accounts receivable financing.
B) asset backed commercial paper.
C) discounting.
D) forfeiting.
Answer: D
Topic: Forfeiting
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Answer: D
Topic: Government Assistance in Exporting
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9) Countertrade transactions are
A) becoming obsolete as a means of conducting international trade transactions.
B) gaining renewed prominence as a means of conducting international trade transactions.
C) strictly a form of barter.
D) none of the options
Answer: B
Topic: Countertrade
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Answer: B
Topic: Countertrade
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11) The three basic documents needed in a foreign trade transaction are
A) letter of credit, time draft, and proof of inspection.
B) letter of credit, time draft, and a bill of lading.
C) letter of credit, bill of lading, and insurance.
D) time draft, bill of lading, and a pro forma statement.
Answer: B
Topic: A Typical Foreign Trade Transaction
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12) The primary methods of payment for foreign trades, ranked in the order of most secure to
least secure for the exporter is
A) open account, consignment, letter of credit/time draft, and cash in advance.
B) consignment, letter of credit/time draft, cash in advance, and open account.
C) cash in advance, letter of credit/time draft, consignment, and open account.
D) cash in advance, letter of credit/time draft, open account, and consignment.
Answer: C
Topic: A Typical Foreign Trade Transaction
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13) A bill of lading
A) is a document issued by the common carrier specifying that it has received the goods
for shipment; it can serve as title to the goods.
B) later becomes a banker's acceptance.
C) is a time draft that calls for payment upon physical delivery of goods.
D) none of the options
Answer: A
Topic: A Typical Foreign Trade Transaction
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Answer: C
Topic: A Typical Foreign Trade Transaction
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Answer: B
Topic: A Typical Foreign Trade Transaction
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Answer: D
Topic: A Typical Foreign Trade Transaction
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17) Suppose the face amount of a promissory note is $1,000,000 and the importer's bank
charges an acceptance commission of 1.5 percent. The note is for 60 days. Calculate the amount
of the acceptance commission that the bank will charge.
A) $997,500
B) $15,000 = $1,000,000 × (0.015)
C) $2,500
D) none of the options
Answer: C
Explanation: $1,000,000 × 0.015 = $15,000 / 12 = $1,250 (per month) × 2 = $2,500 (for 2
months, or 60 days).
Topic: A Typical Foreign Trade Transaction
18) The sends a purchase order to the . The applies to his bank for
a letter of credit.
A) importer; exporter; exporter
B) exporter; importer; importer
C) importer; exporter; importer
D) exporter; importer; exporter
Answer: C
Topic: A Typical Foreign Trade Transaction
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19) The 's bank sends the letter of credit to the 's bank. After sending
the merchandise, the gives the shipping
documents and time draft to his bank.
A) importer; exporter; exporter
B) exporter; importer; importer
C) importer; exporter; importer
D) exporter; importer; exporter
Answer: A
Topic: A Typical Foreign Trade Transaction
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Answer: A
Topic: A Typical Foreign Trade Transaction
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21) Assume the time from acceptance to maturity on a $2,000,000 banker's acceptance is 90
days. Further assume that the importing bank's acceptance commission is 1.25 percent and that
the market rate for 90-day B/As is 6.0 percent. Calculate the amount the exporter will receive if
he discounts the B/A with the importer's bank.
A) $1,993,750
B) $1,999,375
C) $1,963,750
D) $1,009,375
Answer: C
Explanation: $2,000,000 × (1 − (0.06 + 0.0125) × (90/360)) = $1,963,750
Topic: A Typical Foreign Trade Transaction
22) Assume the time from acceptance to maturity on a $1,000,000 banker's acceptance is 180
days. Further assume that the importing bank's acceptance commission is 1.25 percent and that
the market rate for 180-day B/As is 5.0 percent. Calculate the amount the exporter will receive if
he discounts the B/A with the importer's bank.
A) $906,250
B) $909,375
C) $968,750
D) $993,750
Answer: C
Topic: A Typical Foreign Trade Transaction
23) Assume the time from acceptance to maturity on a $5,000,000 banker's acceptance is 90
days. Further assume that the importing bank's acceptance commission is 1.5 percent and that the
market rate for 90-day B/As is 6.0 percent. Calculate the amount the exporter will receive if he
discounts the B/A with the importer's bank.
A) $4,981,750
B) $4,906,250
C) $4,009,375
D) none of the options
Answer: B
Topic: A Typical Foreign Trade Transaction
24) Assume the time from acceptance to maturity on a $4,000,000 banker's acceptance is 180
days. Further assume that the importing bank's acceptance commission is 1.25 percent and that
the market rate for 90-day B/As is 3.0 percent. Calculate the amount the exporter will receive if
he discounts the B/A with the importer's bank.
A) $3,993,750
B) $3,915,000
C) $3,975,000
D) $3,009,375
Answer: B
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Topic: A Typical Foreign Trade Transaction
25) Assume the time from acceptance to maturity on a $10,000,000 banker's acceptance is 90
days. Further assume that the importing bank's acceptance commission is 1 percent and that the
market rate for 90-day B/As is 3.0 percent. Calculate the amount the exporter will receive if he
discounts the B/A with the importer's bank.
A) $9,993,750
B) $9,900,000
C) $9,975,000
D) $9,009,375
Answer: B
Topic: A Typical Foreign Trade Transaction
26) Assume the time from acceptance to maturity on a $10,000,000 banker's acceptance is 90
days. Further assume that the importing bank's acceptance commission is 1 percent and that the
market rate for 90-day B/As is 3.0 percent. Calculate the amount the banker will receive if the
exporter discounts the B/A with the importer's bank.
A) $200,000
B) $100,000
C) $25,000
D) $75,000
Answer: C
Topic: A Typical Foreign Trade Transaction
27) Assume the time from acceptance to maturity on a $2,000,000 banker's acceptance is 90
days. Further assume that the importing bank's acceptance commission is 1.25 percent and that
the market rate for 90-day B/As is 6.0 percent. Calculate the amount the exporter will receive if
he holds it to maturity.
A) $1,993,750
B) $1,999,375
C) $1,963,750
D) $1,009,375
Answer: A
Explanation: $2,000,000 × (1 − 0.0125 × (90/360)) = $1,993,750
Topic: A Typical Foreign Trade Transaction
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28) Assume the time from acceptance to maturity on a $1,000,000 banker's acceptance is 180
days. Further assume that the importing bank's acceptance commission is 1.25 percent and that
the market rate for 180-day B/As is 5.0 percent. Calculate the amount the exporter will receive if
he holds it to maturity.
A) $906,250
B) $909,375
C) $968,750
D) $993,750
Answer: D
Topic: A Typical Foreign Trade Transaction
29) Assume the time from acceptance to maturity on a $5,000,000 banker's acceptance is 90
days. Further assume that the importing bank's acceptance commission is 1.5 percent and that the
market rate for 90-day B/As is 6.0 percent. Calculate the amount the exporter will receive if he
holds it to maturity.
A) $4,981,250
B) $4,906,250
C) $4,009,375
D) none of the options
Answer: A
Explanation: $5,000,000 × (1 − 0.015 × (90/360)) = $4,981,250
Topic: A Typical Foreign Trade Transaction
30) Assume the time from acceptance to maturity on a $4,000,000 banker's acceptance is 180
days. Further assume that the importing bank's acceptance commission is 1.25 percent and that
the market rate for 90-day B/As is 6.0 percent. Calculate the amount the exporter will receive if
he holds it to maturity.
A) $3,993,750
B) $3,999,375
C) $3,975,000
D) $3,009,375
Answer: C
Explanation: $4,000,000 × (1 − 0.0125 × (90/360)) = $3,975,000
Topic: A Typical Foreign Trade Transaction
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31) Assume the time from acceptance to maturity on a $10,000,000 banker's acceptance is 90
days. Further assume that the importing bank's acceptance commission is 1 percent and that the
market rate for 90-day B/As is 3.0 percent. Calculate the amount the exporter will receive if he
holds it to maturity.
A) $9,993,750
B) $9,999,375
C) $9,975,000
D) $9,009,375
Answer: C
Topic: A Typical Foreign Trade Transaction
32) Assume the time from acceptance to maturity on a $10,000,000 banker's acceptance is 90
days. Further assume that the importing bank's acceptance commission is 1 percent and that the
market rate for 90-day B/As is 3.0 percent. The bond equivalent yield that the exporter pays in
discounting the B/A is
A) 3.05 percent.
B) 3.01 percent.
C) 3.07 percent.
D) none of the options
Answer: A
Explanation: [($9,900,000 / $9,975,000) − 1] × (365/90) = − 0.0305 = − 3.05%, where
$9,975,000 = $10,000,000 (1 − 0.01 × (90/360)) and $9,900,000 = $10,000 × (1 − (0.03 + 0.01) ×
(90/360)). The time from acceptance to maturity on a $3,000,000 banker's acceptance is 90 days.
Topic: A Typical Foreign Trade Transaction
33) The time from acceptance to maturity on a $3,000,000 banker's acceptance is 90 days.
If the importing bank's acceptance commission is 1.25 percent, determine the amount the exporter
will receive if he holds the B/A until maturity.
A) $2,945,625
B) $2,990,625
C) $2,906,250
D) $3,009,375
Answer: B
Explanation: $3,000,000 × (1 − 0.0125 × (90/360)) = $2,990,625
Topic: A Typical Foreign Trade Transaction
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34) The time from acceptance to maturity on a $3,000,000 banker's acceptance is 90 days.
If the market rate for 90-day B/As is 6.0 percent, calculate the amount the exporter will receive if
he discounts the B/A with the importer's bank.
A) $2,945,625
B) $2,990,625
C) $3,000,000
D) $3,009,375
Answer: A
Explanation: $3,000,000 × (1 − (0.06 + 0.0125) × (90/360)) = $2,945,625
Topic: A Typical Foreign Trade Transaction
35) The time from acceptance to maturity on a $3,000,000 banker's acceptance is 90 days.
The bond equivalent yield that the exporter pays in discounting the B/A is
A) 6.10 percent.
B) 9.29 percent.
C) 6.02 percent.
D) none of the options
Answer: A
Explanation: [($2,945,625 / $2,990,625) − 1] × (365 / 90) = − 0.0610 = − 6.10%, where
$2,990,625 = $3,000,000 × (1 − 0.0125 × (90/360)) and $2,945,625 = $3,000,000 × (1 − (0.06 +
0.0125) × (90/36))
Topic: A Typical Foreign Trade Transaction
36) Assume the time from acceptance to maturity on a $10,000,000 banker's acceptance is 90
days. Further assume that the importing bank's acceptance commission is 1 percent and that the
market rate for 90-day B/As is 3.0 percent. The bond equivalent yield that the bank earns in
holding the B/A to maturity is:
A) 0.2287 percent
B) 0.102 percent
C) 0.406 percent
D) none of the options
Answer: C
Explanation: [($10,000,000 / $9,990,000) − 1] × (365/90) = 0.004059 = 0.406%, where
$9,990,000 = $10,000,000 × (1 − (0.03 + 0.01) × (90/360))
Topic: A Typical Foreign Trade Transaction
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37) Assume the time from acceptance to maturity on a $2,000,000 banker's acceptance is 180
days. Further assume that the importing bank's acceptance commission is 1.25 percent and that
the market rate for 180-day B/As is 5.0 percent. The bond equivalent yield that the bank earns in
holding the B/A to maturity is
A) 13.08 percent.
B) 6.54 percent.
C) 4.06 percent.
D) none of the options
Answer: B
Explanation: [($2,000,000 / $1,937,500) − 1] × (365/180) = 0.0654 = 6.54%, where $1,937,500 =
$2,000,000 × (1 − (0.05 + 0.0125) × (180/360))
Topic: A Typical Foreign Trade Transaction
Answer: D
Topic: Forfaiting
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Answer: C
Topic: Forfaiting
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Answer: B
Topic: Forfaiting
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41) In the event of a default
A) the forfait does not have recourse against the exporter in the event of a default by the importer.
B) the forfait does have recourse against the exporter in the event of a default by the importer
C) the exporter will have to return the goods to the importer.
D) none of the options
Answer: A
Topic: Forfaiting
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42) One of the steps to follow to develop an investment fund which has been structured to adhere
to Shari'ah principles whilst at the same time making use of forfaiting assets was
A) the fund sponsors had to be careful in ensuring that the pool of non-Islamic forfaiting assets
was not used to directly satisfy the Islamic compliant obligations under the commodity and trade
financing arrangements.
B) screening is required to ensure that the products underlying the LCs do not run counter
to Shari'ah principles.
C) there had to be a sign off by Islamic scholars to verify that Shari'ah strictures had been met
with.
D) all of the options
Answer: D
Topic: International Finance in Practice: First Islamic Forfaiting Fund Set Up
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Answer: A
Topic: International Finance in Practice: First Islamic Forfaiting Fund Set Up
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44) Among the reasons put forth for government assistance in exporting
A) success in international trade is fundamentally important for a country.
B) success in exporting implies that there is demand for a country's products, that its labor force
is employed, and that some resources are used for technological advancement.
C) to be successful in international trade means that the government is popular.
D) success in international trade is fundamentally important for a country, and success in
exporting implies that there is demand for a country's products, that its labor force is employed,
and that some resources are used for technological advancement.
Answer: D
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Topic: Government Assistance in Exporting
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45) Export-Import Bank (Ex-Im bank) is an independent agency of the United States
government that facilitates and finances U.S. export trade. Ex-Im bank's purpose is to provide
financing in situations where private financial institutions are unable or unwilling to because of
which of the following reasons:
Answer: C
Topic: The Export-Import Bank and Affiliated Organizations
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46) Through its Export Credit Insurance Program, Ex-Im bank helps U.S. exporters develop
and expand their overseas sales by
A) protecting them against loss should a foreign buyer default.
B) guaranteeing the loans made by private financial institutions to foreign importers.
C) providing liquidity via the purchase of notes issued by Ex-Im bank to finance the loans.
D) none of the options
Answer: A
Topic: The Export-Import Bank and Affiliated Organizations
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47) Through its Medium and Long-Term Guarantee Program, Ex-Im bank helps U.S.
exporters develop and expand their overseas sales by
A) protecting them against loss should a foreign buyer default.
B) guaranteeing the loans made by private financial institutions to foreign importers.
C) providing liquidity via the purchase of notes issued by Ex-Im bank to finance the loans.
D) none of the options
Answer: B
Topic: The Export-Import Bank and Affiliated Organizations
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48) The British version of the Ex-Im bank
A) helps U.S. exporters develop and expand their overseas sales.
B) is called Inland Revenue.
C) is called the Exports Credits Guarantee Department.
D) is called Ex-Im bank U.K.
Answer: C
Topic: The Export-Import Bank and Affiliated Organizations
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49) The Ex-Im bank helps U.S. exporters develop and expand their overseas sales by
A) working capital guarantees.
B) direct loans to foreign borrowers.
C) loan guarantees.
D) credit insurance.
Answer: D
Topic: The Export-Import Bank and Affiliated Organizations
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Answer: D
Topic: Countertrade
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Answer: D
Topic: Countertrade
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52) A switch trade
A) is the purchase by a third party of one country's a clearing agreement balance for hard currency.
B) is a form of barter.
C) involves two parties agreeing to buy a specified amount of goods or services from one another.
D) all of the options
Answer: A
Topic: Countertrade
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Answer: B
Topic: Countertrade
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54) A counterpurchase
A) involves a technology transfer via the sale of a manufacturing plant: as part of the terms,
the seller of the plant agrees to purchase a certain portion of the plant output.
B) is similar to a buy-back transaction but the seller of the plant agrees to buy unrelated goods.
C) is a form of barter.
D) involves two parties agreeing to buy a specified amount of goods or services from one another.
Answer: B
Topic: Countertrade
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Answer: A
Topic: Countertrade
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56) A buy-back transaction
A) can be viewed as direct foreign investment in the purchasing country.
B) can be viewed as direct foreign investment in the exporting country.
C) can be viewed as indirect foreign investment in the purchasing country.
D) none of the options
Answer: A
Topic: Countertrade
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Answer: B
Topic: Countertrade
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Answer: D
Topic: International Finance in Practice: Armed Forces Tops in Countertrade List
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Answer: D
Topic: Some Generalizations about Countertrade
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60) A typical foreign trade transaction requires which three basic documents?
A) letter of credit, bill of lading, and shipping documents
B) time draft, banker's acceptance, and bill of lading
C) letter of credit, time draft, and bill of lading
D) letter of credit, banker's acceptance, and bill of lading
Answer: C
Topic: Summary
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61) The time from acceptance to maturity on a $2,000,000 banker's acceptance is 90 days. The
importing bank's acceptance commission is 1.25 percent and the market rate for 90-day B/As is 6
percent.
Determine the amount the exporter will receive if he holds the B/A until maturity.
Topic: Summary
62) The time from acceptance to maturity on a $2,000,000 banker's acceptance is 90 days. The
importing bank's acceptance commission is 1.25 percent and the market rate for 90-day B/As is 6
percent.
Determine the amount the exporter will receive if he discounts the B/A with the importer's bank.
Topic: Summary
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63) The time from acceptance to maturity on a $2,000,000 banker's acceptance is 90 days. The
importing bank's acceptance commission is 1.25 percent and the market rate for 90-day B/As is 6
percent.
Determine the bond equivalent yield the importer's bank will earn from discounting the B/A with
the exporter.
$2,000,000 × = $1,993,750.
If the exporter discounts the B/A with the importer bank he will receive
$2,000,000 × = $1,963,750.
The bond equivalent yield that the exporter pays in discounting the B/A is
× = -0.0610
Topic: Summary
64) The time from acceptance to maturity on a $2,000,000 banker's acceptance is 90 days. The
importing bank's acceptance commission is 1.25 percent and the market rate for 90-day B/As is 6
percent.
If the exporter's opportunity cost of capital is 11 percent, should he discount the B/A or hold it to
maturity?
Answer: If his cost of funds > 6.1% compounded quarterly (EAR = 6.24%), he should discount
the B/A. The exporter pays the acceptance commission regardless of whether he discounts the
B/A or holds it to maturity, hence it is not marginal to a decision to discount the B/A. You could
also make this determination based on this calculation:
Topic: Summary
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65) The time from acceptance to maturity on a $2,000,000 banker's acceptance is 90 days. The
importing bank's acceptance commission is 1.25 percent and the market rate for 90-day B/As is 6
percent.
Calculate the amount the banker will receive if the exporter discounts the B/A with the importer's
bank.
66) The time from acceptance to maturity on a $1,000,000 banker's acceptance is 60 days. The
importing bank's acceptance commission is 1.00 percent and that the market rate for 60-day B/As
is 5 percent.
Determine the amount the exporter will receive if he holds the B/A until maturity.
Topic: Summary
67) The time from acceptance to maturity on a $1,000,000 banker's acceptance is 60 days. The
importing bank's acceptance commission is 1.00 percent and that the market rate for 60-day B/As
is 5 percent.
Determine the amount the exporter will receive if he discounts the B/A with the importer's bank.
Topic: Summary
20
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68) The time from acceptance to maturity on a $1,000,000 banker's acceptance is 60 days. The
importing bank's acceptance commission is 1.00 percent and that the market rate for 60-day B/As
is 5 percent.
Determine the bond equivalent yield the importer's bank will earn from discounting the B/A with
the exporter.
$1,000,000 × = $998,333.33.
If the exporter discounts the B/A with the importer bank he will receive
$1,000,000 × = $990,000.
The bond equivalent yield that the exporter pays in discounting the B/A is
× + -0.050
Topic: Summary
69) The time from acceptance to maturity on a $1,000,000 banker's acceptance is 60 days. The
importing bank's acceptance commission is 1.00 percent and that the market rate for 60-day B/As
is 5 percent.
If the exporter's opportunity cost of capital is 11 percent, should he discount the B/A or hold it to
maturity?
Answer: If his cost of funds > 5% compounded six times per year (EAR = 5.11%), he should
discount the B/A. The exporter pays the acceptance commission regardless of whether he
discounts the B/A or holds it to maturity, hence it is not marginal to a decision to discount the
B/A.
Topic: Summary
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70) The time from acceptance to maturity on a $1,000,000 banker's acceptance is 60 days. The
importing bank's acceptance commission is 1.00 percent and that the market rate for 60-day B/As
is 5 percent.
Calculate the amount the banker will receive if the exporter discounts the B/A with the importer's
bank.
71) The time from acceptance to maturity on a $500,000 banker's acceptance is 270 days. The
importing bank's acceptance commission is 0.75 percent and that the market rate for 270-day
B/As is 4 percent.
Determine the amount the exporter will receive if he holds the B/A until maturity.
Topic: Summary
72) The time from acceptance to maturity on a $500,000 banker's acceptance is 270 days. The
importing bank's acceptance commission is 0.75 percent and that the market rate for 270-day
B/As is 4 percent.
Determine the amount the exporter will receive if he discounts the B/A with the importer's bank.
Topic: Summary
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73) The time from acceptance to maturity on a $500,000 banker's acceptance is 270 days. The
importing bank's acceptance commission is 0.75 percent and that the market rate for 270-day
B/As is 4 percent.
Determine the bond equivalent yield the importer's bank will earn from discounting the B/A with
the exporter.
$500,000 × = $497,187.50
If the exporter discounts the B/A with the importer bank he will receive
$500,000 × = $482,187.50
The bond equivalent yield that the exporter pays in discounting the B/A is
× = -0.0408
Topic: Summary
74) The time from acceptance to maturity on a $500,000 banker's acceptance is 270 days. The
importing bank's acceptance commission is 0.75 percent and that the market rate for 270-day
B/As is 4 percent.
If the exporter's opportunity cost of capital is 11 percent, should he discount the B/A or hold it to
maturity?
Answer: If his cost of funds > 4.08% compounded 1⅓ times per year (EAR = 4.10%), he should
discount the B/A. The exporter pays the acceptance commission regardless of whether he
discounts the B/A or holds it to maturity, hence it is not marginal to a decision to discount the
B/A. You could also make this determination based on this calculation:
Topic: Summary
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75) The time from acceptance to maturity on a $500,000 banker's acceptance is 270 days. The
importing bank's acceptance commission is 0.75 percent and that the market rate for 270-day
B/As is 4 percent.
Calculate the amount the banker will receive if the exporter discounts the B/A with the importer's
bank.
76) The time from acceptance to maturity on a $6,000,000 banker's acceptance is 360 days.
The importing bank's acceptance commission is 2 percent and the market rate for 360-day B/As
is 3 percent.
Determine the amount the exporter will receive if he holds the B/A until maturity.
Topic: Summary
77) The time from acceptance to maturity on a $6,000,000 banker's acceptance is 360 days.
The importing bank's acceptance commission is 2 percent and the market rate for 360-day B/As
is 3 percent.
Determine the amount the exporter will receive if he discounts the B/A with the importer's bank.
Topic: Summary
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78) The time from acceptance to maturity on a $6,000,000 banker's acceptance is 360 days.The
importing bank's acceptance commission is 2 percent and the market rate for 360-day B/As is 3
percent.
Determine the bond equivalent yield the importer's bank will earn from discounting the B/A with
the exporter.
$6,000,000 × = $5,880,000.
If the exporter discounts the B/A with the importer bank he will receive
$6,000,000 × = $5,700,000.
The bond equivalent yield that the exporter pays in discounting the B/A is
× = -0.031
Topic: Summary
79) The time from acceptance to maturity on a $6,000,000 banker's acceptance is 360 days.
The importing bank's acceptance commission is 2 percent and the market rate for 360-day B/As
is 3 percent.
If the exporter's opportunity cost of capital is 11 percent, should he discount the B/A or hold it to
maturity?
Answer: If his cost of funds > 3.1% compounded annually (EAR = 3.10%), he should discount
the B/A. The exporter pays the acceptance commission regardless of whether he discounts the
B/A or holds it to maturity, hence it is not marginal to a decision to discount the B/A. You could
also make this determination based on this calculation:
Topic: Summary
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Copyright © 2018 McGraw-Hill
80) The time from acceptance to maturity on a $6,000,000 banker's acceptance is 360 days.
The importing bank's acceptance commission is 2 percent and the market rate for 360-day B/As
is 3 percent.
Calculate the amount the banker will receive if the exporter discounts the B/A with the importer's
bank.
81) The time from acceptance to maturity on a $50,000 banker's acceptance is 180 days. The
importing bank's acceptance commission is 2.50 percent and the market rate for 180-day B/As is
2 percent.
Determine the amount the exporter will receive if he holds the B/A until maturity.
Topic: Summary
82) The time from acceptance to maturity on a $50,000 banker's acceptance is 180 days. The
importing bank's acceptance commission is 2.50 percent and the market rate for 180-day B/As is
2 percent.
Determine the amount the exporter will receive if he discounts the B/A with the importer's bank.
Topic: Summary
26
Copyright © 2018 McGraw-Hill
83) The time from acceptance to maturity on a $50,000 banker's acceptance is 180 days. The
importing bank's acceptance commission is 2.50 percent and the market rate for 180-day B/As is
2 percent.
Determine the bond equivalent yield the importer's bank will earn from discounting the B/A with
the exporter.
$50,000 × = $49,375.
If the exporter discounts the B/A with the importer bank he will receive
$50,000 × = $48,875.
The bond equivalent yield that the exporter pays in discounting the B/A is
× = -0.0205
Topic: Summary
84) The time from acceptance to maturity on a $50,000 banker's acceptance is 180 days. The
importing bank's acceptance commission is 2.50 percent and the market rate for 180-day B/As is 2
percent.
If the exporter's opportunity cost of capital is 11 percent, should he discount the B/A or hold it to
maturity?
Answer: If his cost of funds > 2.05% compounded semiannually (EAR = 2.06%), he should
discount the B/A. The exporter pays the acceptance commission regardless of whether he
discounts the B/A or holds it to maturity, hence it is not marginal to a decision to discount the
B/A. You could also make this determination based on this calculation:
Topic: Summary
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Copyright © 2018 McGraw-Hill
85) The time from acceptance to maturity on a $50,000 banker's acceptance is 180 days. The
importing bank's acceptance commission is 2.50 percent and the market rate for 180-day B/As is
2 percent.
Calculate the amount the banker will receive if the exporter discounts the B/A with the importer's
bank.
86) The time from acceptance to maturity on a $300,000 banker's acceptance is 30 days. The
importing bank's acceptance commission is 3 percent and the market rate for 30-day B/As is 4
percent.
Determine the amount the exporter will receive if he holds the B/A until maturity.
Topic: Summary
87) The time from acceptance to maturity on a $300,000 banker's acceptance is 30 days. The
importing bank's acceptance commission is 3 percent and the market rate for 30-day B/As is 4
percent.
Determine the amount the exporter will receive if he discounts the B/A with the importer's bank.
Topic: Summary
28
Copyright © 2018 McGraw-Hill
88) The time from acceptance to maturity on a $300,000 banker's acceptance is 30 days. The
importing bank's acceptance commission is 3 percent and the market rate for 30-day B/As is 4
percent.
Determine the bond equivalent yield the importer's bank will earn from discounting the B/A with
the exporter.
$300,000 × = $299,250.
If the exporter discounts the B/A with the importer bank he will receive
$300,000 × = $298,250.
The bond equivalent yield that the exporter pays in discounting the B/A is
× = -0.0407
Topic: Summary
89) The time from acceptance to maturity on a $300,000 banker's acceptance is 30 days. The
importing bank's acceptance commission is 3 percent and the market rate for 30-day B/As is 4
percent.
If the exporter's opportunity cost of capital is 11 percent, should he discount the B/A or hold it to
maturity?
Answer: If his cost of funds > 4.07% compounded monthly (EAR = 4.14%), he should discount
the B/A. The exporter pays the acceptance commission regardless of whether he discounts the
B/A or holds it to maturity, hence it is not marginal to a decision to discount the B/A. You could
also make this determination based on this calculation:
Topic: Summary
29
Copyright © 2018 McGraw-Hill
90) The time from acceptance to maturity on a $300,000 banker's acceptance is 30 days.The
importing bank's acceptance commission is 3 percent and the market rate for 30-day B/As is 4
percent.
Calculate the amount the banker will receive if the exporter discounts the B/A with the importer's
bank.
91) The time from acceptance to maturity on a $30,000,000 banker's acceptance is 45 days. The
importing bank's acceptance commission is 1.5 percent and that the market rate for 45-day B/As
is 4½ percent.
Determine the amount the exporter will receive if he holds the B/A until maturity.
Topic: Summary
92) The time from acceptance to maturity on a $30,000,000 banker's acceptance is 45 days. The
importing bank's acceptance commission is 1.5 percent and that the market rate for 45-day B/As
is 4½ percent.
Determine the amount the exporter will receive if he discounts the B/A with the importer's bank.
Topic: Summary
30
Copyright © 2018 McGraw-Hill
93) The time from acceptance to maturity on a $30,000,000 banker's acceptance is 45 days. The
importing bank's acceptance commission is 1.5 percent and that the market rate for 45-day B/As
is 4½ percent.
Determine the bond equivalent yield the importer's bank will earn from discounting the B/A with
the exporter.
$30,000,000 × = $29,943,750
If the exporter discounts the B/A with the importer bank he will receive
$30,000,000 × = $29,775,000
The bond equivalent yield that the exporter pays in discounting the B/A is
× = -0.0457
Topic: Summary
94) The time from acceptance to maturity on a $30,000,000 banker's acceptance is 45 days. The
importing bank's acceptance commission is 1.5 percent and that the market rate for 45-day B/As
is 4½ percent.
If the exporter's opportunity cost of capital is 11 percent, should he discount the B/A or hold it to
maturity?
Answer: If his cost of funds > 4.57% compounded semi quarterly (EAR = 4.66%), he should
discount the B/A. The exporter pays the acceptance commission regardless of whether he
discounts the B/A or holds it to maturity, hence it is not marginal to a decision to discount the
B/A. You could also make this determination based on this calculation:
Topic: Summary
31
Copyright © 2018 McGraw-Hill
95) The time from acceptance to maturity on a $30,000,000 banker's acceptance is 45 days. The
importing bank's acceptance commission is 1.5 percent and that the market rate for 45-day B/As
is 4½ percent.
Calculate the amount the banker will receive if the exporter discounts the B/A with the importer's
bank.
96) The time from acceptance to maturity on a $1,000,000 banker's acceptance is 90 days. The
importing bank's acceptance commission is 3½ percent and that the market rate for 90-day B/As
is 5 percent.
Determine the amount the exporter will receive if he holds the B/A until maturity.
Topic: Summary
97) The time from acceptance to maturity on a $1,000,000 banker's acceptance is 90 days. The
importing bank's acceptance commission is 3½ percent and that the market rate for 90-day B/As
is 5 percent.
Determine the amount the exporter will receive if he discounts the B/A with the importer's bank.
Topic: Summary
32
Copyright © 2018 McGraw-Hill
98) The time from acceptance to maturity on a $1,000,000 banker's acceptance is 90 days. The
importing bank's acceptance commission is 3½ percent and that the market rate for 90-day B/As
is 5 percent.
Determine the bond equivalent yield the importer's bank will earn from discounting the B/A with
the exporter.
$1,000,000 × = $991,250.
If the exporter discounts the B/A with the importer bank he will receive
$1,000,000 × = $978,750.
The bond equivalent yield that the exporter pays in discounting the B/A is
× = -0.0511
Topic: Summary
99) The time from acceptance to maturity on a $1,000,000 banker's acceptance is 90 days. The
importing bank's acceptance commission is 3½ percent and that the market rate for 90-day B/As
is 5 percent.
If the exporter's opportunity cost of capital is 11 percent, should he discount the B/A or hold it to
maturity?
Answer: If his cost of funds > 5.11% compounded quarterly (EAR = 5.21%), he should discount
the B/A. The exporter pays the acceptance commission regardless of whether he discounts the
B/A or holds it to maturity, hence it is not marginal to a decision to discount the B/A. You could
also make this determination based on this calculation:
Topic: Summary
33
Copyright © 2018 McGraw-Hill
98) The time from acceptance to maturity on a $1,000,000 banker's acceptance is 90 days. The
importing bank's acceptance commission is 3½ percent and that the market rate for 90-day B/As
is 5 percent.
Calculate the amount the banker will receive if the exporter discounts the B/A with the
importer's bank.
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Copyright © 2018 McGraw-Hill