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Slav-nsk [51]
3 years ago
12

The British government has a consol bond outstanding paying pound 100 per year forever. Assume the current interest rate is 4 %

per year.
A. What is the value of the bond immediately after a payment is made?
B. What is the value of the bond immediately before a payment is made?
Business
1 answer:
aleksley [76]3 years ago
4 0

Answer:

Explanation:

From the question, we are informed that the British government has a consol bond outstanding paying pound 100 per year forever and that the current interest rate is 4% per year.

A. What is the value of the bond immediately after a payment is made?

The value of the bond here will be the present value of the payment on perpetuity. This will be payment divided by rate.

= $100/4%

= $100/0.04

= $2500

B. What is the value of the bond immediately before a payment is made?

The bond value here will be the value of the payment added to the value of the bond immediately after a payment is made which is calculated in (a) above. This will be:

= $100 + $2500

= $2600

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7 0
3 years ago
Overton Company has gathered the following information. Units in beginning work in process 20,300 Units started into production
storchak [24]

Answer:

a. Materials = 206,000 units and Conversion costs = 196,040 units

b. Materials = $0.50 and Conversion costs = $2.65

c. Costs to units transferred out = $570,465 and Costs to units in process =  $59,511

Explanation:

a. Calculation of Equivalent Units of Production for Materials and for Conversion costs

Units Completed and Transferred  = Units in beginning work in process + Units started into production - Units in ending work in process

                                                          = 20,300 +  185,700 - 24,900

                                                          = 181,100

<u>Materials </u>

Units Completed and Transferred (181,100 × 100%) =    181,100

Units in Ending Work in Process (24,900 × 100%)   =    24,900

Equivalent Units of Production                                  = 206,000

<u>Conversion costs </u>

Units Completed and Transferred (181,100 × 100%) =    181,100

Units in Ending Work in Process (24,900 × 60%)    =     14,940

Equivalent Units of Production                                  =  196,040

b. Calculation of  the unit costs of production.

Unit costs of production = Total Cost / Equivalent Units of Production

Materials = $103,000 / 206,000

               = $0.50

Conversion costs = ($333,306 + $186,200) / 196,040

                             = $2.65

Total Unit Cost = $0.50 + $2.65

                         = $3.15

c. Assignment of costs to units transferred out and in process.

Costs to units transferred out = 181,100 × $3.15

                                                 = $570,465

Costs to units in process

Materials  ($0.50 × 24,900)             = $12,450

Conversion costs  ($3.15 × 14,940)  = $47,061

Total Cost                                         =  $59,511

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