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Licemer1 [7]
3 years ago
9

Franklin Co. had 10 units of an inventory item on hand at the beginning of the current year, each of which had a per-unit cost o

f $10. During the year, 20 additional units were purchased at $11, and 25 units were sold. What is the amount of the ending inventory under the LIFO and the averagecost methods of accounting for inventory?
Business
1 answer:
faltersainse [42]3 years ago
4 0

Answer:

$55 and $100

Explanation:

The computation of the ending inventory is shown below:

Under the LIFO method

= Ending inventory units × purchase price

where,

Ending inventory units is

= 10 units + 20 units - 25 units

= 5 units

So, the ending inventory is

= 5 units × $11

= $55

Under the Average cost method

The average cost per unit is

= (Beginning inventory units × price per unit + purchase inventory units × price per unit) ÷ (Beginning inventory units + purchase inventory units)

= (10 units × $10 + 20 units × $25) ÷ (10 units + 20 units)

= ($100 + $500) ÷ (30 units)

= ($600) ÷ (30 units)

= $20 per unit

The ending inventory units is

= 10 units + 20 units - 25 units

= 5 units

So, the ending inventory is

= 5 units × $20

= $100

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Alex doesn't care about where he lives, but he does care about what he eats. Alex spends all his money on restaurant meals at ei
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If the domestic demand curve is Equal 20p Superscript negative 0.5​, the domestic supply curve is Equal 5p Superscript 0.5​, and
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Answer:

$52

$ 1.33

  • consumer price will increase
  • consumer surplus will decrease
  • import will decrease
  • reduced export
  • portends gloom for the general outlook for the economy

Explanation:

Given domestic demand curve, S(p) = 20p⁻⁰°⁵

the domestic supply curve S(p)= 5p⁰°⁵

world price is ​$7.00

using  calculus to determine the changes in consumer​ surplus

by consumer surplus means in this case supply exceeds demand

we establish the equilibrium point where the supply and demand functions meet or are equal

solving 20p⁻⁰°⁵ = 5p⁰°⁵

     20/5 = p⁰°⁵/p⁻⁰°⁵

       4 = p⁰°⁵⁺⁰°⁵

      4= p = q which is the quantity produced

     

consumer surplus =  maximum price willing to pay - Actual price

                             = ∫⁴₀  dp dp - p* q

                               =  ∫⁴₀20p⁻⁰°⁵ dp- 7* 4

                              = 20∫⁴₀p⁻⁰°⁵ dp -28

                              = 20/0.5 p⁰°⁵- 28

                              = 40 *4⁰°⁵ - 28 =  $52

producer surplus = it is a measure of producer welfare. It is measured as the difference between what producers are willing and able to supply a good for and the price they actually receive

thus  producer  surplus = p* q - ∫⁴₀  d(s) dp

                                         = 7 * 4 - ∫⁴₀  5p⁰°⁵  dp

                                         = 28 - 5 ∫⁴₀   p⁰°⁵    dp

                                         = 28 -5 *2/3  p¹°⁵  

                                          = 28 -5 *2/3  4¹°⁵

                                          =$ 1.33

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