Answer:
Loss on bond redemption = $3 million
Explanation:
Given:
Face value = $15 million
Carrying value = $13 million
Cash paid = $16 million
Find:
Profit / loss
Computation:
Loss on bond redemption = Carrying value - Cash paid
Loss on bond redemption = $13 million - $16 million
Loss on bond redemption = $3 million
The entry to record the retirement will include option E. A loss of $3 million. To understand the calculation see below.
We are provided with the information about :
Face value = $15 million
Carrying value = $13 million
Cash paid = $16 million
We need to find profit or loss. The difference between Carrying value and Cash paid is the profit or loss.
Carrying Value - Cash paid
$13 million - $16 million
-$3 million, the answer is negative hence there is loss.
Therefore, the correct option is E. A loss of $3 million.
Learn more about Redemption here:
Complete Question:
Which of the following is an objection of using the Consumer Price Index (CPI) to measure changes in the cost of living?
A. The calculated inflation rate is only accurate for an individual who purchases all the goods and services in the basket.
B. The inflation rate is always understated due to substitution bias.
Answer:
Consumer Price Index (CPI)
A. The calculated inflation rate is only accurate for an individual who purchases all the goods and services in the basket.
Explanation:
To obtain the Consumer Price Index (CPI), a predetermined basket of consumer goods and services is obtained. Weights are assigned to the goods according to their relative values in the basket. The price changes are calculated. The resulting figures are averaged to determine the CPI.
Answer:
The calculated inflation rate is only accurate for an individual who purchases all the goods and services in the basket.
Explanation:
$80,000
Cleaning Supplies Used
22,000
Wages Expense
19,350
Office Rent Expense
5,150
Depreciation Expense—Machinery
550
Calculate the contribution margin and the contribution margin ratio. (Round your contribution margin to the nearest dollar, and your contribution margin ratio to two decimal places.)
A) $38,650; 48.31% B) $74,850; 93.56%
C) $60,650; 75.81% D) $32,950; 41.19%
Answer:
A) $38,650; 48.31%
Explanation:
The computation of the contribution margin and the contribution margin ratio is shown below:
Contribution margin = Service Revenue - Cleaning Supplies Used - wages expense
= $80,000 - $22,000 - $19,350
= $38,650
The variable cost is Cleaning Supplies Used + wages expense
And, the contribution margin ratio equals to
= (Contribution margin ÷ sales) × 100
= ($38,650 ÷ $80,000) × 100
= 48.31%
A. $20,000
B. $15,060
C. $12,500
D. $10,000
Answer: $15,060
Explanation:
From the question, we are informed that Ben and Jerry were shareholders of Water Ice Inc., an S corp. On Jan. 1, 1998, Ben owned 40 shares and Jerry owned 60 shares.
We are further told that Ben sold his shares to Joe for $10,000 on March 31, 1998 and that the corp. reported a $50,000 loss at the end of 1998. The loss that will be allocated to Joe will be:
= $50,000 × 40% × 9/12
= $50,000 × 0.4 × 0.75
= $15,000
The closest figure we have close to that is $15,060 which is option B
Answer and Explanation:
The Calculation of Predetermined OH Rate is shown below:
For Materials Handling, it is
= Estimated Overhead Costs ÷ Estimated allocated base Quantity
= $54,000 ÷ 96
= $562.50 per part
For Machine Setup, it is
= Estimated Overhead Costs ÷ Estimated allocated base Quantity
= $204,000 ÷ 60
= $3,400 per setup
For Insertion of Parts, it is
= Estimated Overhead Costs ÷ Estimated allocated base Quantity
= $486,000 ÷ 96
= $5,062.50 per part
Now
Calculation of allocated OH is
For Basic Model:
Allocated OH is
= $562.50 × 32 + $3,400 × 20 + $5,062.50 × 32
= $248,000
For Professional Model:
Allocated OH is
= $562.50 × 64 + $3,400 × 40 + $5,062.50 × 64
= $496,000
Answer:
$300,000.
Explanation:
The 2017 compensation expense for these stock-appreciation rights equals: (number of shares) x (ending market price - grant-date market price) = 20,000($45 - $30) = $300,000.
Answer:
Dr Bonds payable $90,300,000
Dr loss on early redemption of bonds $5,106,000
Cr Discounts on bonds payable $3,300,000
Cr Cash $92,106,000
Explanation:
The amount of cash paid to bondholders by calling the bonds is the 102% of the face value of $90.3 million i.e $90.3*102%=$92,106,000
The proceeds would debited to cash while the face value of the bond of $90.3 million would be debited to bonds payable account.
In addition the remaining discount of $3.3 million would credited to discounts on bonds payable account.
The loss or gain on the bond call can then be determined as appropriate.