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rosijanka [135]
3 years ago
14

To force the value of the British pound to depreciate against the dollar, the Federal Reserve should: Group of answer choices se

ll dollars for pounds in the foreign exchange market and the Bank of England should sell dollars for pounds in the foreign exchange market. sell pounds for dollars in the foreign exchange market and the Bank of England should sell pounds for dollars in the foreign exchange market. sell dollars for pounds in the foreign exchange market and the Bank of England should sell pounds for dollars in the foreign exchange market. sell pounds for dollars in the foreign exchange market and the Bank of England should sell dollars for pounds in the foreign exchange market.
Business
1 answer:
maria [59]3 years ago
3 0

Answer:

sell pounds for dollars in the foreign exchange market and the Bank of England should sell pounds for dollars in the foreign exchange market.

Explanation:

The Federal Reserve System ( popularly referred to as the 'Fed') was created by the Federal Reserve Act, passed by the U.S Congress on the 23rd of December, 1913. The Fed began operations in 1914 and just like all central banks, the Federal Reserve is a United States government agency.

Generally, it comprises of twelve (12) Federal Reserve Bank regionally across the United States of America.

Depreciation can be defined as the reduction of cost of a fixed asset systematically until the value of the asset becomes zero.

A foreign exchange market can be defined as type of market in which the currency of one country is converted into that of another country.

For example, the conversion of dollars of the United States of America can be converted into Pounds (British) at the foreign exchange market.

Hence, to force the value of the British pound to depreciate against the dollar, the Federal Reserve should sell pounds for dollars in the foreign exchange market and the Bank of England should sell pounds for dollars in the foreign exchange market.

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On December 31, 2020, Lipton, Inc. sold $3,000,000 (face value) of bonds. The bonds are dated December 31, 2020, pay interest an
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1. Stated interest = Annual interest/Face value of bonds * 100

= $240,000/$3,000,000 * 100

= 8%

2. The market interest rate for this bond issue = Interest Expense/Price of issued bonds * 100

= $263,250/$2,925,000 * 100

= 9%

3. The selling price of the bonds as a percentage of the face value

= $2,925,000/$3,000,000 * 100

= 97,5%

4. Journal Entries:

Date                Account Titles and Explanation    Debit          Credit

Dec 31, 2020 Cash                                           $2,925,000

                       Bonds Discounts                              75,000

                       Bonds Payable                                               $3,000,000

To record the issuance of the bonds at a discount.

5.   Journal Entries:

Date                Account Titles and Explanation    Debit          Credit

Dec 31, 2021  Interest Expense                         $263,250

                      Amortization of bond discounts                      $23,250

                      Cash                                                               $240,000

To record the payment of interest and amortization of discount.

Explanation:

a) Data and Calculations:

December 31, 2020

Face value of issued bonds = $3,000,000

Interest payment = December 31 annually

Unamortized Amount = $75,000

Price of issued bonds = $2,925,000 ($3,000,000 - $75,000)

Discount on bonds =           $75,000 ($3,000,000 - $2,925,000)

Schedule:

2020 Annual Interest Interest Expense Amortization Bond Carrying Value

                                                                                                $2,925,000

1            $240,000           $263,250           $23,250               2,948,250

1. Stated interest = Annual interest/Face value of bonds * 100

= $240,000/$3,000,000 * 100

= 8%

2. The market interest rate for this bond issue = Interest Expense/Price of issued bonds * 100

= $263,250/$2,925,000 * 100

= 9%

3. The selling price of the bonds as a percentage of the face value

= $2,925,000/$3,000,000 * 100

= 97,5%

Analysis:

December 31, 2020:

Cash $2,925,000 Bonds Discounts $75,000 Bonds Payable $3,000,000

December 31, 2021:

Interest Expense $263,250 Amortization of bond discounts $23,250 Cash $240,000

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