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Angelina_Jolie [31]
3 years ago
12

Scenario 9-1 For a small country called Boxland, the equation of the domestic demand curve for cardboard is Q D = 200 − 2P , whe

re Q D represents the domestic quantity of cardboard demanded, in tons, and P represents the price of a ton of cardboard. For Boxland, the equation of the domestic supply curve for cardboard is Q S = -60 + 3P , where Q S represents the domestic quantity of cardboard supplied, in tons, and P again represents the price of a ton of cardboard. Refer to Scenario 9-1. Suppose the world price of cardboard is $45. Then, relative to the no-trade situation, international trade in cardboard a. benefits Boxlandian consumers by $672 and harms Boxlandian producers by $598.50. b. benefits Boxlandian consumers by $721 and harms Boxlandian producers by $598.50. c. harms Boxlandian consumers by $336 and harms Boxlandian producers by $525.00. d. benefits Boxlandian consumers by $721 and harms Boxlandian producers by $525.00.
Business
1 answer:
Ksenya-84 [330]3 years ago
7 0

Answer:  a. benefits Boxlandian consumers by $672 and harms Boxlandian producers by $598.50.

Explanation:

Equilibrium price will be at level where quantity demanded equals quantity supplied.

200 − 2P = -60 + 3P

200+60 = 5P

5P = 260

P = $52

Equilibrium Quantity Demanded = 200 − 2P = 200 - 2 * 52 = 96 units

In a no-trade situation the demand in Boxland is 96 units at a price of $52. If they were to buy at the world price of $45, they would benefit;

= (96 * 52) - (96 * 45)

= 4,992‬ - 4,320‬

= $672

Producers however would produce the following at a price of $45;

Q S = -60 + 3P

= -60 + 3(45)

= 75 units

They would be supplying less units and be hurt.

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Explanation:

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Shawn Company had 130 units in beginning inventory at a total cost of $13,650. The company purchased 260 units at a total cost o
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Answer:

FIFO

cost of the ending inventory = $15,680

cost of goods sold  = $39,570

LIFO

cost of the ending inventory  = $10,290

cost of goods sold  = $44,960

Average Cost Method

cost of the ending inventory = $13,883.37

cost of goods sold  = $41,336.76

Explanation:

The cost of the ending inventory and the cost of goods sold under FIFO, LIFO, and average-cost are calculated as follows :

Step 1 : Determine the Number of units sold

Number of units sold = Total units available for sale - Ending units

                                   = 390 units - 98 units

                                   = 292 units

Step 2 : Determine the Number of units in inventory

Number of units in inventory = 98 units (given)

Step 3 : Use the appropriate principles to calculate required values

<u>FIFO</u>

cost of the ending inventory = 98 x $160 = $15,680

cost of goods sold = 130 units x $105 + 162 units x $160 = $39,570

<u>LIFO</u>

cost of the ending inventory = 98 x $105 = $10,290

cost of goods sold = 260 units x $160 + 32 units x $105 = $44,960

<u>Average Cost Method</u>

Unit Cost = ($13,650 + $41,600) ÷ 390 units = $141.667

therefore,

cost of the ending inventory = 98 x $141.667 = $13,883.37

cost of goods sold = 292 units x $141.667 = $41,336.76

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