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Eduardwww [97]
3 years ago
14

Cramer Corp. issued $20,000,000 of 5-year, 9% bonds at a market (effective) interest rate of 10%, receiving cash of $19,227,757.

Interest on the bonds is payable semiannually. Required: Journalize the entry to record the first semiannual interest payment, and the amortization of the bond discount, using the interest method? Round your answers to the nearest dollar amount. Refer to the Chart of Accounts for exact wording of account titles.
Business
1 answer:
Slav-nsk [51]3 years ago
7 0

Answer:

The journal entry is as follows:

 Interest expense   $961,388.00  

                           Discount on issue of bond  $61,388.00

                           Cash                                          $900,000.00

Explanation:

In order to prepare the journal entry we have to calculate first the interest expense and the cash.

Therefore, Interest expense= ($19,227,757×10%×6/12)=$961,388.00

Cash=$20,000,000×9%×6/12= $900,000

By difference then, the discount on bond payable=$961,388-$900,000

                                                                             =$61,388.

     

Hence, the journal entry is as follows:

 Interest expense   $961,388.00  

                           Discount on issue of bond  $61,388.00

                           Cash                                          $900,000.00

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Snowcat [4.5K]

Answer:

Option B is correct

The maximum price to be paid is = $64000

Explanation:

To determine the the maximum price we would compute using the relevant costs of internal production.

<em>The maximum price to be paid to external supplier should be the total relevant costs associated with internal production.</em>

Total relevant cost of internal production = 34,000 + 15,000 +9000 + 6000

The maximum price to be paid is = $64000

Note that the fixed overhead  of $6000 is associated with the internal production the balance of 4,000 is irrelevant and would be incurred either way.

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3 years ago
We can use the Cournot model to derive an equilibrium industry structure. For this purpose, we will define an equilibrium as tha
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Answer:

a. long run equilibrium numbers of firms in the industry are 4

b. Output of each firm will be 16

Explanation:

Under cournot’s equilibrium, the cost function of an individual firm is written as:

C(q) = F + cq

In our case, C(q) is given as

C(q) = 256 + 20q

Therefore, F = 256 and c = 20

At the same time, the demand function is written as:

P(Q) = a - bQ

In our case, P is given as

P = 100 – Q

Therefore, a = 100, b =1

a. Long run equilibrium number of firms in the industry

N = ((a-c)/(bF)^0.5) – 1

N = ((100-20)/(1*256)^0.5) – 1

N = (80/16) – 1 = 4

Therefore, long run equilibrium numbers of firms in the industry are 4

b. Output of each firm will be q = (a-c)/b*(1+N) = (100-20)/1*(1+4) = 80/5 = 16

Therefore, total output of industry is 16*4 = 64

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Data and Calculations:

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A 14-unit apartment building's suggested GIM = 8                

A property's gross income multiplier (GIM) measures the property value by dividing the property's sale price by its gross annual rental income.

Thus, the GIM suggested for the 14-unit property is <em>8.</em>

Learn more: brainly.com/question/14477119

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Makes Sense.

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