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Strike441 [17]
3 years ago
10

Geese Company utilizes the LIFO retail inventory method. Its cost-to-retail percentage is 60% based on beginning inventory and 6

4% based on current-period purchases. The company determined that beginning inventory at retail was $200,000 and that during the current period a new layer was added with retail value of $50,000. The cost of ending inventory should be
Business
1 answer:
Nataly_w [17]3 years ago
4 0

Answer:

$152,000

Explanation:

Calculation for the cost of the ending inventory

First step is to calculate the cost-to-retail percentage of the beginning inventory amount

Using this formula

Beginning Inventory =Cost-to-retail percentage*Beginning inventory at retail

Let plug in the formula

Beginning Inventory =60%*$200,000

Beginning Inventory =$120,000

Second step is to calculate current-period purchases percentage of the new layer amount

Using this formula

Current period purchases= Purchases percentage* New layer

Let plug in the formula

Current period purchases=64%*50,000

Current period purchases=$32,000

The last step is to find the cost of the ending inventory using this formula

Ending inventory cost=Beginning Inventory+Current period purchases

Let plug in the formula

Ending inventory cost=$120,000+$32,000

Ending inventory cost=$152,000

Therefore the cost of the ending inventory will be $152,000

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Answer:

1. 72000 units.

2. $19.

Explanation:

Solution:

Part 1:

Let's Sort out the data given:

Monthly Cost Fixed = $240,000

Fixed Cost unavoidable = 40% x 240,000

Fixed Cost unavoidable = $96,000

Now,

Avoidable Fixed Cost will be = $240,000 - $96,000

Avoidable Fixed Cost will be = $144,000

It means that, if the industries obtain products from the outside supplier, it will save or avoid fixed cost of $144,000 per month.

Now, we also given that,

Variable Production Cost = $16 per unit

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Increment in Price per unit = $18 - $16 = $2

Hence,

It will cost the industry an extra of $2 per unit.

Now, we can calculate the required monthly usage at which it will be indifferent between purchasing and making part MR24.

Break Even Monthly Usage  = Avoidable Fixed Cost/ Incremental Price per unit.

Break Even Monthly Usage = $144,000/$2

Break Even Monthly Usage = 72000 units.

Hence, Monthly usage at which it will be indifferent between purchasing and making part MR24 = 72000 units.

Part 2:

Monthly usage as given = 48000 units on which it can avoid the fixed cost of $144,000

Avoidable Monthly fixed cost = $144,000

So, now, we can calculate the avoidable fixed cost per unit as well.

Avoidable Fixed Cost Per unit = $144,000/48000

Avoidable Fixed Cost Per unit = $3

We also know,

Variable Production cost per unit = $16

Avoidable Fixed cost per unit = $3

So, we can see the maximum purchase price in order to avoid monthly fixed cost.

Maximum Purchase price per unit = $16 + $3 =$19

It means, $19 is the maximum purchase price, if the industry is approaching the outsider for the monthly usage of 48000 units. It will benefit if the price is less than $19.

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2 years ago
On January 1, Sway Corporation had 60,000 shares of $10 par value common stock outstanding. On March 17, the company declared a
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Answer:

See below

Explanation:

With regards to the above, the entry to record of March 30 would be;

Debit stock dividends $140,400

Credit common stock dividends distributable $108,000

Credit paid in capital in excess of par $32,400

Calculations;

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= $600,000 × 18%

= $108,000

Stock dividend = 60,000 shares of $13 market value

= $780,000 × Stock dividend

= $780,000 × 18%

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Answer:

Ruby should go to college.

Explanation:

Ruby is currently 50 years old and earning $50,000 per year.  

She would like to retire at 67.  

She is thinking of going back to college, to complete a graduate degree.

After completing a graduate degree from the college she would earn $55,000.

The total cost of a graduate degree is $75,000.  

Ruby still has 17 years to work and earn.  

Her income will increase by $5,000 after college

The increase in income earned after college until retirement

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Since the increase in income is greater than the cost of going to college, Ruby should go to college.

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