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VLD [36.1K]
2 years ago
6

Last year, Tinklenberg Corporation's variable costing net operating income was $52,400 and its inventory decreased by 1,400 unit

s. Fixed manufacturing overhead cost was $8 per unit for both units in beginning and in ending inventory. What was the absorption costing net operating income last year?
Business
2 answers:
Cloud [144]2 years ago
3 0

Answer:

the absorption costing net operating income last year is  $41,200

Explanation:

Absorption Costing Net Operating Income for last year is determined by reconciling the Variable Costing Income to Absorption Costing Income.

<u>Calculation of Absorption Costing Net Operating Income</u>

Variable Costing Income                                             $52,400

<em>Less</em> Decrease in Inventory ( 1,400 × $8)                   ($11,200)  

Absorption Costing Net Operating Income               $41,200

Absorption Costing Net Operating Income will be <em>lower than </em>Variable Costing Income.

11Alexandr11 [23.1K]2 years ago
3 0

Answer:

<em>Net operating income  under absorption costing</em><em> = $41,300</em>

Explanation:

<em>The difference between variable costing and profit under absorption costing is simply the value of the change in inventory.</em>

<em>Usually, a decrease in inventory would cause profit under absorption costing to be lower . This is so because cost of goods sold would become higher leading to a lower profit</em>

Difference in profit = POAR × change inventory

                               =$8 × 1,400 = $11,200

Absorption costing profit = Variable costing profit - Difference in profit

               =$52,400 - $11,200

              = $41,300

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A certain movie star's salary for each film she makes consists of a fixed amount, along with a percentage of the gross revenue t
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With this equation and the data they give us, we can solve the request so :

\boldsymbol{1)} \; 32 = b + 100x\\\boldsymbol{2)} \; 24 = b + 60x

We clear the basic remuneration  b from the second equation and replace in the first:

\boldsymbol{2)} \; 24 = b + 60x\\24-60x = b\\\boldsymbol{1)} \; 32 = b + 100x\\32 = (24-60x) + 100x\\32-24=100x-60x\\8=40x\\\frac{8}{40} =x\\\boldsymbol{x=0,2}\\b=24-60x\\b=24-60(0,2)\\b=24-12\\\boldsymbol{b=12}

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Answer

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3 0
2 years ago
Read 2 more answers
Consider the all-units quantity discount schedule below. The annual demand is 90,000 units, setup cost is $1000 per order, and a
umka2103 [35]

Answer:

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Annual demand (D) = 90,000 units

Set-up cost per order (S) = $1,000

Holding cost per item per annum =  30% x $210 = $63

EOQ = √<u>2DS</u>

                H

EOQ = √<u>2 x 90,000 x $1,000</u>

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EOQ = 1,690 units

The correct answer is C

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In this case, there is need to calculate the EOQ using the least price offered by the supplier. The least price gives the minimum total cost. EOQ is calculated as: 2 multiplied by annual demand and set-up cost divided by holding cost. The EOQ of 1,690 units gives the least total cost and thus recommended.

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