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Part a(1):-
Category | beginning inventory | Quantity purchase | Quantity sold | Ending inventory | closing inventory value at base cost (A) | closing inventory value at current cost(B) | multiple pools price index (B/A) |
Portable | 7800 | 19500 | 18200 | 9100 | 910000 | 1001000 | 1.1 |
Midsize | 10400 | 26000 | 31200 | 5200 | 1300000 | 1560000 | 1.2 |
Flat screen | 3900 | 13000 | 7800 | 9100 | 3640000 | 4550000 | 1.25 |
Total | 22100 | 58500 | 57200 | 23400 | 5850000 | 7111000 |
Working note:-
Ending inventory base cost :
Portable | 9100*100 | 910000 |
Midsize | 5200*250 | 1300000 |
Flat screen | 9100*400 | 3640000 |
5850000 |
Ending invrinven current cost:
Portable | 9100*110 | 1001000 |
Midsize | 5200*300 | 1560000 |
Flat screen | 9100*500 | 4550000 |
7111000 |
Multiple pools price base :
Portable | 1001000/910000 | 1.1 |
Midsize | 1560000/1300000 | 1.2 |
Flat screen | 4550000/3640000 | 1.25 |
So, the price index is = 7111000/5850000= 1.2155
Part a(2) :-
1.ending inventory LIFO :
Base layer = 4940000
Incremental layer = (5850000-4940000)*1.21 = 1101100
Ending inventory = 4940000+1101100 =$6041100
2. Cost of goods sold :-
Base beginning inventory + total purchase - Ending inventory
= 4940000+16445000-6041100 = $15343900
3. Gross profit :-
Sales - cost of goods sold
19890000 - 15343900 = $4546100
Note:-
Sales = 18200*150=2730000
31200*400=12480000
7800*600=4680000
Total = 19890000
Charles’s Televisions produces television sets in three categories: portable, midsize, and flat-screen. On January 1, 2020,...
Problem 8-08 (Part Level Submission)
Charles’s Televisions produces television sets in three categories:
portable, midsize, and flat-screen. On January 1, 2020, Charles
adopted dollar-value LIFO and decided to use a single inventory
pool. The company’s January 1 inventory consists of:
Category
Quantity
Cost per Unit
Total Cost
Portable
7,800
$100
$ 780,000
Midsize
10,400
250
2,600,000
Flat-screen
3,900
400
1,560,000
22,100
$4,940,000
During 2020, the company had the following purchases and
sales.
Category
Quantity
Purchased
Cost per Unit
Quantity
Sold...
Problem 8-08 (Part Level Submission)
Charles’s Televisions produces television sets in three categories:
portable, midsize, and flat-screen. On January 1, 2020, Charles
adopted dollar-value LIFO and decided to use a single inventory
pool. The company’s January 1 inventory consists of:
Category
Quantity
Cost per Unit
Total Cost
Portable
7,800
$100
$ 780,000
Midsize
10,400
250
2,600,000
Flat-screen
3,900
400
1,560,000
22,100
$4,940,000
During 2020, the company had the following purchases and
sales.
Category
Quantity
Purchased
Cost per Unit
Quantity
Sold...
Problem 8-8 Morgan's Televisions produces television sets in three categories: portable, midsize, and flat-screen. On January 1, 2017, Morgan adopted dollar-value LIFO and decided to une a single inventory pool. The company's January 1 inventory consists of: Category Quantity Cost per Unit Total Cost Portable Midsize Flat-screen 5,700 8,100 3.100 16,900 115 655,500 288 2,332,800 460 1,426,000 $4,414,300 During 2017, the company had the following purchases and sales Quantity Quantity Selling Price Category Purchased Cost per Unit Sold Portable Midsize...
Newman’s Televisions produces television sets in three categories: portable, midsize, and flat-screen. On January 1, 2017, Newman adopted dollar-value LIFO and decided to use a single inventory pool. The company’s January 1 inventory consists of: Category Quantity Cost per Unit Total Cost Portable 6,000 $132 $ 792,000 Midsize 8,400 330 2,772,000 Flat-screen 2,900 528 1,531,200 17,300 $5,095,200 During 2017, the company had the following purchases and sales. Category Quantity Purchased Cost per Unit Quantity Sold Selling Price per Unit Portable...
Company A's Televisions produces television sets in three categories: portable, midsize, and flat-screen. On January 1, 2017, Company A adopted dollar-value LIFO and decided to use a single inventory pool. The company’s January 1 inventory consists of: Category Quantity Cost per Unit Total Cost Portable 5,800 $120 $ 696,000 Midsize 8,100 300 2,430,000 Flat-screen 3,200 480 1,536,000 17,100 $4,662,000 During 2017, the company had the following purchases and sales. Category Quantity Purchased Cost per Unit Quantity Sold Selling Price per...
Problem 8-08 (Part Level Submission) Brian’s Televisions produces television sets in three categories: portable, midsize, and flat-screen. On January 1, 2020, Brian adopted dollar-value LIFO and decided to use a single inventory pool. The company’s January 1 inventory consists of: Category Quantity Cost per Unit Total Cost Portable 15,000 $100 $ 1,500,000 Midsize 20,000 250 5,000,000 Flat-screen 7,500 400 3,000,000 42,500 $9,500,000 During 2020, the company had the following purchases and sales. Category Quantity Purchased Cost per Unit Quantity Sold...
Sarasota Appliance uses a perpetual inventory system. For its flat-screen television sets, the January 1 inventory was 3 sets at $605 each. On January 10, Sarasota purchased 6 units at $745 each. The company sold 2 units on January 8 and 4 units on January 15. Compute the ending inventory under FIFO. (Round answer to 0 decimal places, e.g. 1,250.) FIFO $ The ending inventory eTextbook and Media 0 decimal places, e.g. 1,250.) Compute the ending inventory under LIFO. (Round...
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Crane Appliance uses a perpetual inventory system. For its
flat-screen television sets, the January 1 inventory was 3 sets at
$580 each. On January 10, Crane purchased 6 units at $650 each. The
company sold 2 units on January 8 and 5 units on January 15.
Your answer is incorrect. Try again.
Compute the ending inventory under FIFO. (Round answer
to 0 decimal places, e.g. 1,250.)
FIFO
The ending inventory
$
Your answer is incorrect. Try again.
Compute the ending...
Bridgeport Appliance uses a perpetual inventory system. For its flat-screen television sets, the January 1 inventory was 5 sets at $575 each. On January 10, Bridgeport purchased 7 units at $710 each. The company sold 2 units on January 8 and 4 units on January 15. Compute the ending inventory under FIFO. Compute the ending inventory under LIFO. Compute the ending inventory under moving-average cost.