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Montano1993 [528]
3 years ago
5

General Motors Corporation reported the following information in its 10-K report:

Business
1 answer:
arsen [322]3 years ago
4 0

Answer:

General Motors Corporation

a) Inventories are reported on its 2008 balance sheet at $13,042.

b) Inventories would have been reported on its 2008 balance sheet at $14,275 if FIFO inventory costing had been used.

Explanation:

a) Data and Analysis:

Inventories at December 31 ($ millions)                                   2008     2007

Productive material, work in process, and supplies              $4,849 $6,267

Finished product, service parts, etc.                                        9,426  10,095

Total inventories at FIFO                                                         14,275  16,362

Less LIFO allowance                                                                (1,233)   (1,423)

Total automotive and other inventories, less allowances $13,042 $14,939

b) LIFO = Last-in, First-out.  This inventory method assumes that items that were brought into the store last were the first to be sold.  This presupposes that the cost of goods sold will be determined by the most recent items, while the ending inventory will be determined by the latter items.

c) FIFO = First-in, First-out:  This is the opposite of LIFO.  The inventory method assumes that items that were bought first would be the first to be sold.  This method presupposes that the cost of goods sold will be determined by the first items in store, while the ending inventory will be determined by the cost of the most items.

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Case manager, Specific client

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Longstreet inc. has fixed operating costs of $300,000, variable costs of $2.50 per unit produced, and its product sells for $3.7
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Operating cost is $30000 
 Variable cost per unit is $ 2.50 
 Selling cost per unit is $3.70   
 Income for per unit sold = selling cost - variable cost 
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 The value of Sales volume to equal the cost can be obtained by the following formula   
  Sales volume * Income per unit sold = operating cost 
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3 years ago
In order to package one of their products, Acme Box Co. needs to construct a box whose bottom side has length 3 times its width.
Len [333]

Answer:

(a)Total Cost, C=20LW+12LH+12WH

(b)C(W)=\dfrac{60W^3+800}{W}

(c)W=1.88ft, L=5.64 ft and H=4.72 ft.

Minimum \:cost, C\approx \$638 $  (to the nearest dollar)$

Explanation:

Given the dimensions of the box to be L,W and H.

(a)

  • The material for the top and bottom of the box cost $10 per square foot
  • The material used to build the four sides of the box cost $6 per square foot.
  • Area of Top and Bottom=2LW
  • Cost of Top and bottom=$10 X 2LW=20LW
  • Area of four Sides =2(LH+WH)
  • Cost of Four Sides =$6*2(LH+WH)=12(LH+WH)
  • Total Cost, C=20LW+12LH+12WH

(b)The bottom side has length 3 times its width.

L=3W

Volume of the box=50 cubic feet.

Volume,V=LWH=3W^2H

3W^2H=50\\H=\dfrac{50}{3W^2}

Substituting L=3W and H=\dfrac{50}{3W^2} into the cost function C.

C=20LW+12LH+12WH

C=20LW+12LH+12WH\\=20*3W*W+12*3W*\dfrac{50}{3W^2}+12W*\dfrac{50}{3W^2}\\=60W^2+\dfrac{600}{W}+\dfrac{200}{W}\\=\dfrac{60W^3+600+200}{W}\\C(W)=\dfrac{60W^3+800}{W}

(c)The minimum cost occurs at the point where the derivative of the cost function equals zero.

If\:C(W)=\dfrac{60W^3+800}{W}\\C'(W)=\dfrac{120W^3-800}{W^2}=0\\120W^3-800=0\\120W^3=800\\W^3=\frac{800}{120}\\ W=1.88

Recall:

L=3W=5.64 feet\\H=\dfrac{50}{3W^2}=\dfrac{50}{3(1.88)^2}=4.72 ft

The dimensions of the box that minimize the cost are W=1.88ft, L=5.64 ft and H=4.72 ft.

Cost of the box at these dimension

C(W)=\dfrac{60W^3+800}{W}\\C(1.88)=\dfrac{60(1.88)^3+800}{1.88}\approx \$638 $  (to the nearest dollar)$

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On August 1, 2017, a company borrowed cash and signed a one-year interest-bearing note on which both the face value and interest
mezya [45]

Answer:

d. Line 3

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