Your company has two alternatives to consider for purchasing new heat treating ovens for hardening and annealing production metal assemblies. Details of each alternative are given below. Draw the cash flow diagram for each and assume your company’s MARR is 8%. Using a present value comparison which alternative do you recommend?
Alternative A: The TomKin Oven Company will sell your company 5 heat treating ovens with manual feeds and extraction mechanisms. The ovens will initially cost $18,000 each and have an estimated life of 7 years. They will all require insulation overhauls in year 4 costing $2,500 each. At the end of their life each oven is estimated to be worth $2,000. The ovens will result in tougher metal assemblies which is estimated to save the company $57,000 per year total in year 1 increasing by $3,500 per year total every year after year 1.
Alternative B: The Quickspeed Heat Treat Equipment Company will also sell your company 5 heat treating ovens but with automatic feeds and extraction mechanisms. The ovens will initially cost $25,000 each and have an estimated life of 7 years. They will not require any insulation overhauls but are each expected to have maintenance issues costing $700 each in year 1 and then increasing by $400 each for every year after year 1. At the end of their life, each oven is estimated to be worth $3,000. The ovens will result in tougher metal assemblies which is estimated to save the company $70,000 per year total in year 1 increasing by $4,100 per year total every year after year 1.
In: Economics
During Heaton Company’s first two years of operations, it reported absorption costing net operating income as follows:
| Year 1 | Year 2 | ||||
| Sales (@ $62 per unit) | $ | 992,000 | $ | 1,612,000 | |
| Cost of goods sold (@ $39 per unit) | 624,000 | 1,014,000 | |||
| Gross margin | 368,000 | 598,000 | |||
| Selling and administrative expenses* | 301,000 | 331,000 | |||
| Net operating income | $ | \67,000\ | $ | 267,000 | |
* $3 per unit variable; $253,000 fixed each year.
The company’s $39 unit product cost is computed as follows:
| Direct materials | $ | 7 |
| Direct labor | 10 | |
| Variable manufacturing overhead | 4 | |
| Fixed manufacturing overhead ($378,000 ÷ 21,000 units) | 18 | |
| Absorption costing unit product cost | $ | 39 |
Forty percent of fixed manufacturing overhead consists of wages and salaries; the remainder consists of depreciation charges on production equipment and buildings.
Production and cost data for the first two years of operatons are:
| Year 1 | Year 2 | |
| Units produced | 21,000 | 21,000 |
| Units sold | 16,000 | 26,000 |
Required:
2. What is the variable costing net operating income in Year 1 and in Year 2?
3. Reconcile the absorption costing and the variable costing net operating income figures for each year.
2)
What is the variable costing net operating income in Year 1 and in Year 2?
|
3)
Reconcile the absorption costing and the variable costing net operating income figures for each year. (Enter any losses or deductions as a negative value.)
|
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In: Accounting
1. This exercise is based on one in Hartman (2007). A pharmaceutical company needs to use a supercomputer to run simulation models as part of its research on cures for AIDS, cancer, and other diseases. The firm expects to perform thousands of simulation runs per year for the next 3 years. The firm can purchase a supercomputer for $2.5 million; the annual operating and maintenance costs are $200,000 per year, and the supercomputer can perform 15,000 runs per year. For every simulation run above 15,000 in a year, the operating costs rise $1,000 per year to cover the needed overtime. A second alternative is to outsource the simulation runs to an IT firm that offers supercomputing services on demand. They will charge the pharmaceutical company $400 per simulation run. Consider a 3-year time horizon, and assume that the number of runs per year is the same every year. The firm is not sure how many simulation runs they will need to perform each year. What is the range of total cost if the number of simulation runs varies from 10,000 to 20,000 runs per year? For what range of activity (number of simulation runs per year) is purchasing a supercomputer the lowest cost alternative?
2. Consider the supercomputer example from Exercise 1 above. The firm is not sure about some of the relevant costs. The following probability distributions reflect their beliefs about the uncertain costs: the annual operating and maintenance costs are uniformly distributed on the range [$150,000, $250,000]; the additional operating costs for simulation runs above 15,000 per year are uniformly distributed on the range [$500, $1500] (per run per year). Use the method of moments to estimate the mean and variance of the costs if the firm purchases the supercomputer and they perform 20,000 runs per year. Use Monte Carlo sampling to estimate the distribution of costs if the firm purchases the supercomputer and they perform 20,000 runs per year.
In: Advanced Math
Prepare the cash flow statement (according to IFRS standards) for Stonechat plc for the year ended 31December Year 7. Stonechat plc’s income statement for the year ended 31 December Year 7 and thebalance sheet as at 31 December Year 6 and Year 7 are as follows. (12 points)
Income statement for the year ended 31 December Year 7
|
€m |
|
|
Revenue |
623 |
|
Cost of sales |
(353) |
|
Gross profit |
270 |
|
Distribution expenses |
(71) |
|
Administrative expenses |
(30) |
|
Rental income |
27 |
|
Operating profit |
196 |
|
Interest payable |
(26) |
|
Profit before taxation |
170 |
|
Taxation |
(36) |
|
Profit for the year |
134 |
Balance sheets as at 31 December Year 6 and Year 7
|
Year 6 |
Year 7 |
|
|
ASSETS |
€m |
€m |
|
Non-current assets |
||
|
Property, plant and equipment |
||
|
Land and buildings |
310 |
310 |
|
Plant and machinery |
325 |
314 |
|
635 |
624 |
|
|
Current assets |
||
|
Inventories |
41 |
35 |
|
Trade receivables |
139 |
145 |
|
180 |
180 |
|
|
Total assets |
815 |
804 |
|
EQUITY AND LIABILITIES |
||
|
Equity |
||
|
Share capital |
200 |
300 |
|
Share premium |
40 |
– |
|
Reserves – retained earnings |
192 |
206 |
|
432 |
506 |
|
|
Non-current liabilities |
||
|
Borrowings – loan notes |
250 |
150 |
|
Current liabilities |
||
|
Borrowings (all bank overdraft) |
56 |
89 |
|
Trade payables |
54 |
41 |
|
Taxation |
23 |
18 |
|
133 |
148 |
|
|
Total equity and liabilities |
815 |
804 |
In: Accounting
Entries for Bonds Payable, including bond redemption
The following transactions were completed by Winklevoss Inc., whose fiscal year is the calendar year:
| Year 1 | |
| July 1. | Issued $4,630,000 of five-year, 7% callable bonds dated July 1, Year 1, at a market (effective) rate of 8%, receiving cash of $4,442,231. Interest is payable semiannually on December 31 and June 30. |
| Dec. 31. | Paid the semiannual interest on the bonds. The bond discount amortization of $18,777 is combined with the semiannual interest payment. |
| Dec. 31. | Closed the interest expense account. |
| Year 2 | |
| June 30. | Paid the semiannual interest on the bonds. The bond discount amortization of $18,777 is combined with the semiannual interest payment. |
| Dec. 31. | Paid the semiannual interest on the bonds. The bond discount amortization of $18,777 is combined with the semiannual interest payment. |
| Dec. 31. | Closed the interest expense account. |
| Year 3 | |
| June 30. | Recorded the redemption of the bonds, which were called at 98. The balance in the bond discount account is $112,661 after payment of interest and amortization of discount have been recorded. (Record the redemption only.) |
Required:
1. Journalize the entries to record the foregoing transactions. If an amount box does not require an entry, leave it blank or enter "0". When required, round your answers to the nearest dollar.
| Date | Account | Debit | Credit |
|---|---|---|---|
| Year 1 | |||
| July 1 | |||
| Dec. 31-Bond | |||
| Dec. 31-Closing | |||
| Year 2 | |||
| June 30 | |||
| Dec. 31-Bond | |||
| Dec. 31-Closing | |||
| Year 3 | |||
| June 30 | |||
2. Indicate the amount of the interest expense in (a) Year 1 and (b) Year 2.
a. Year 1 $
b. Year 2 $
3. Determine the carrying amount of the bonds
as of December 31, Year 2.
$
In: Accounting
Entries for Bonds Payable, including bond redemption
The following transactions were completed by Winklevoss Inc., whose fiscal year is the calendar year:
| Year 1 | |
| July 1. | Issued $8,610,000 of five-year, 9% callable bonds dated July 1, Year 1, at a market (effective) rate of 10%, receiving cash of $8,277,579. Interest is payable semiannually on December 31 and June 30. |
| Dec. 31. | Paid the semiannual interest on the bonds. The bond discount amortization of $33,242 is combined with the semiannual interest payment. |
| Dec. 31. | Closed the interest expense account. |
| Year 2 | |
| June 30. | Paid the semiannual interest on the bonds. The bond discount amortization of $33,242 is combined with the semiannual interest payment. |
| Dec. 31. | Paid the semiannual interest on the bonds. The bond discount amortization of $33,242 is combined with the semiannual interest payment. |
| Dec. 31. | Closed the interest expense account. |
| Year 3 | |
| June 30. | Recorded the redemption of the bonds, which were called at 98. The balance in the bond discount account is $199,453 after payment of interest and amortization of discount have been recorded. (Record the redemption only.) |
Required:
1. Journalize the entries to record the foregoing transactions. If an amount box does not require an entry, leave it blank or enter "0". When required, round your answers to the nearest dollar.
| Date | Account | Debit | Credit |
|---|---|---|---|
| Year 1 | |||
| July 1 | |||
| Dec. 31-Bond | |||
| Dec. 31-Closing | |||
| Year 2 | |||
| June 30 | |||
| Dec. 31-Bond | |||
| Dec. 31-Closing | |||
| Year 3 | |||
| June 30 | |||
2. Indicate the amount of the interest expense in (a) Year 1 and (b) Year 2.
a. Year 1 $
b. Year 2 $
3. Determine the carrying amount of the bonds
as of December 31, Year 2.
$
In: Accounting
Entries for Bonds Payable, including bond redemption
The following transactions were completed by Winklevoss Inc., whose fiscal year is the calendar year:
| Year 1 | |
| July 1. | Issued $6,350,000 of five-year, 7% callable bonds dated July 1, Year 1, at a market (effective) rate of 9%, receiving cash of $5,847,543. Interest is payable semiannually on December 31 and June 30. |
| Dec. 31. | Paid the semiannual interest on the bonds. The bond discount amortization of $50,246 is combined with the semiannual interest payment. |
| Dec. 31. | Closed the interest expense account. |
| Year 2 | |
| June 30. | Paid the semiannual interest on the bonds. The bond discount amortization of $50,246 is combined with the semiannual interest payment. |
| Dec. 31. | Paid the semiannual interest on the bonds. The bond discount amortization of $50,246 is combined with the semiannual interest payment. |
| Dec. 31. | Closed the interest expense account. |
| Year 3 | |
| June 30. | Recorded the redemption of the bonds, which were called at 98. The balance in the bond discount account is $301,475 after payment of interest and amortization of discount have been recorded. (Record the redemption only.) |
Required:
1. Journalize the entries to record the foregoing transactions. If an amount box does not require an entry, leave it blank or enter "0". When required, round your answers to the nearest dollar.
| Date | Account | Debit | Credit |
|---|---|---|---|
| Year 1 | |||
| July 1 | |||
| Dec. 31-Bond | |||
| Dec. 31-Closing | |||
| Year 2 | |||
| June 30 | |||
| Dec. 31-Bond | |||
| Dec. 31-Closing | |||
| Year 3 | |||
| June 30 | |||
2. Indicate the amount of the interest expense in (a) Year 1 and (b) Year 2.
a. Year 1 $
b. Year 2 $
3. Determine the carrying amount of the bonds
as of December 31, Year 2.
$
In: Accounting
Cash dividends of $71,390 were declared during the year. Cash dividends payable were $10,752 at the beginning of the year and $15,808 at the end of the year. The amount of cash for the payment of dividends during the year is a.$71,390 b.$60,638 c.$87,198 d.$66,334
In: Accounting
The future worth in year 10 of an arithmetic gradient cash flow series for years 1 through 10 is $500,000. If the gradient increase each year, G, is $3,000, determine the cash flow in year 1 at an interest rate of 10% per year.
In: Finance
The future worth in year 10 of an arithmetic gradient cash flow series for years 1 through 10 is $750,000. If the gradient increase each year, G, is $2250, determine the cash flow in year 1 at an interest rate of 6% per year.
In: Accounting