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Sergeeva-Olga [200]
3 years ago
13

TransactionsUnitsUnit Cost a. Inventory, Beginning 4,000 $24 For the year: b. Purchase, March 5 10,000 25 c. Purchase, September

19 6,000 27 d. Sale, April 15 (sold for $69 per unit) 4,200 e. Sale, October 31 (sold for $72 per unit) 9,000 f. Operating expenses (excluding income tax expense), $602,000 Required: 1. Calculate the number and cost of goods available for sale. 2. Calculate the number of units in ending inventory. 3. Compute the cost of ending inventory and cost of goods sold under (a) FIFO, (b) LIFO, and (c) weighted average cost. 4. Prepare an income statement that shows the FIFO method, LIFO method and weighted average method. 6. Which inventory costing method minimizes income taxes

Business
1 answer:
Komok [63]3 years ago
3 0

Answer:

Explanation:

1. Number of goods available for sale = Beginning Inventory + Purchase, March 5 + Purchase, September 19 = 4,000+10,000+6,000 = 20,000 units

Cost of goods available for sale = Beginning Cost of inventory + Cost of Purchase, March 5 + Cost of Purchase, September 19 = 4,000×24 + 10,000×25 + 6,000×27 = 96,000+250,000+162,000 = $508,000

2. Number of units in ending inventory = Number of units available for sale - Number of units sold = 20,000-4,200-9,000 = 6,800 units

3.  Calculations are attached

4.

Income statement FIFO:

Sales $937,800 (4,200×69 + 9,000×72)

Less: Cost of Goods Sold ($326,000)

Gross profit  $611,800

Less Operating expense $602,000

Net income $9,800

Income statement LIFO:

Sales $937,800 (4,200×69 + 9,000×72)

Less: Cost of Goods Sold ($342,000)

Gross profit  $595,800

Less Operating expense $602,000

Net loss $($6,200)

Income statement LIFO:

Sales $937,800 (4,200×69 + 9,000×72)

Less: Cost of Goods Sold ($334,092)

Gross profit  $603,708

Less Operating expense $602,000

Net income $1,708

**Cost of goods sold:-

Under FIFO = 96,000+5,000+225,000 = $326,000

Under LIFO = 105,000+162,000+75,000 = $342,000

Under weighted average method = 103,782+230,310 = $334,092

6. LIFO method minimize taxes

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The time taken to break even at buying 1 point will be in<u> 9 years</u>.

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Computation:

1. The computation of the reduced amount in the monthly mortgage payment:

\begin{aligned}\text{Reduced Amount}&=\text{Original Payment}-\text{Reduced Payment}\\&=\$958-\$948.75\\&=\$9.25\end{aligned}

2. The computation of yearly mortgage payment:

\begin{aligned}\text{Yearly Mortgage Payment}&=\text{Reduced Amount}\times\text{Total Months in a Year}\\&=\$9.25\times12\\&=\$111\end{aligned}

3. The computation of the number of years for the break-even by buying 1 point:

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Therefore, to break even by buying 1 point the holder requires 9 years to reach.

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Wayman Corporation reports the following amounts in its December 31, 2018, income statement.
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Answer:

Wayman Corporation's Net Income for the year ended December 31, 2018 is $64,000.

Solution in excel file is also attached for your reference.

Explanation:

                                                 Wayman Corporation  

                        Income Statement for the year ended Dec 31, 2018  

 

Sales Revenue                                                      $348,000  

Less: Cost of Goods Sold                                      $124,000  

Gross Profit                                                               $224,000    

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Operating Expenses  

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   Salaries Expense                      $34,000  

   Advertising Expense                      $24,000  

  Total Selling Expenses              $58,000    

 General & Admin Expenses  

   Utilities Expense                      $44,000  

  Total General & Admin Expenses   $44,000    

 Total Operating Expenses                                     $102,000    

Income from Operations                                     $122,000    

Other Expenses  

Interest Expense                                                     $14,000    

Income before income taxes                              $108,000    

Less: Income Tax Expense                                     $44,000    

Net Income                                                              $64,000  

Download xlsx
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