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Lesechka [4]
2 years ago
15

The Talbot Company uses electrical assemblies to produce an array of small appliances. One of the​ assemblies, the XOminus​01, h

as an estimated annual demand of 12 comma 000 units. The cost to place an order for these assemblies is ​$650​, and the holding cost for each assembly unit is approximately ​$30 per year. The company has 260 workdays per year.
Required:
What are the annual inventory holding costs if Talbot orders using the EOQ​ quantity?
Business
1 answer:
Molodets [167]2 years ago
5 0

Answer:

$1,975 per year

Explanation:

The first step is to calculate Economic order quantity using the following formula:

Economic Order Quantity = √2DO / H  

Here

A is Annual Demand which is 12,000 Units.

O is Ordering Cost per order $650 per order.

H is Holding or Carrying Cost per unit per year is $30 per unit per year.

By putting values, we have:

Economic Order Quantity = √(2 * 12,000 * $650) / 30 = 131.66 units

Now annual inventory holding costs can be calculated using the following formula:

Inventory Holding Cost = Average Inventory * Holding Cost

Here,

Average Inventory = EOQ /2 = 131.66 / 2 = 66 units  

By putting values we have:

Annual Inventory Holding Cost = 66 * 20 = $1,975 per year

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I think the answer is A
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2 years ago
Trusted Products Company makes a household appliance with model number L800. The goal for 2019 is to reduce direct materials usa
ser-zykov [4K]

Answer:

Trusted Products Company

Was Trusted Products Company's strategy successful in 2019?

B) No, because operating income decreased

Explanation:

a) Trusted Products Company's Income Statements for 2018 and 2019:

                                        2018                  2019

Sales                              $9,610,000       $9,169,800

Direct Materials costs  (3,332,000)        (3,474,000)

Conversion Costs         (1,162,500)         (1,120,500)

Operating net income $5,115,500        $4,575,300

b) Sales:

2018 = 31,000 x $310 = $9,610,000

2019 = 31,620 x $290 = $9,169,800

c) Direct Materials Costs:

2018  = 98,000 x $34 = $3,332,000

2019 = 96,500 x $36 = $3,474,000

d) Conversion Costs:

2018 = $1,162,500; per capacity unit = $1,162,500/38,750 = $30

2019 = $1,120,500; per capacity unit = $1,120,500/37,350 = $30

e) Goal for 2019: Reduce direct materials usage per unit.

Direct materials usage per unit:

2018 = 98,000/31,000 = 3.16 square feet

2019 = 96,500/31,620 = 3.05 square feet

f) The goal of a reduction in direct materials usage per unit was achieved, as 2019's usage reduced to 3.05 square feet as against 2018's 3.16 square feet.  However, this did not translate to success because of the reduced selling price and the increased cost of direct materials.  These resulted in reduced net operating income from $5,115,500 in 2018 to $4,575,300 in 2019.

4 0
2 years ago
A company works 320 days per year and has an annual demand of 2080 units of product desires to set an reorder point that will co
GenaCL600 [577]

Answer:

D. Re-order point = 26 days

Explanation:

Given,

Annual Demand, D = 2,080 units

Number of working days = 320 days

Lead time = 4 days

We know,

Re-order point = (Annual demand/Number of working days)*Lead Time

Re-order point = (Annual demand/Number of working days)*Lead Time

Re-order point = (2,080/320)*4

Re-order point = (6.5*4)

Re-order point = 26 days

Therefore, the answer choice is D.

As there is no maximum and average lead time and no replenishment stock, I exclude the safety stock from the re-order point calculation.

3 0
3 years ago
Pioneer Chicken advertises "lite" chicken with 30% fewer calories than standard chicken. When the process for "lite" chicken bre
zubka84 [21]

Answer:

LL = 420 -3\frac{25}{\sqrt{25}}= 405 represent the lower limit

UL = 420 +3\frac{25}{\sqrt{25}}= 435 represent the Upper limit

So then the limits for this case are (405, 435)

Explanation:

Let's define X as our random variable that represent the "number of calories for a chicken breast", and we have the following data:

\bar X = 420 , \sigma= 25

The select a sample of 25 chickens , n = 25. And we want to find the limits for a confidence interval within 3 deviations from the mean with z =3.

We assume that the distribution for X is normal. So then the distribution for the sample mean is also normal.

And for this case the confidence interval would be given by:

(\bar X -z\frac{\sigma}{\sqrt{n}} < \mu < \bar X -z\frac{\sigma}{\sqrt{n}})

So the limits are defined as:

LL = \bar X -z\frac{\sigma}{\sqrt{n}} represent the lower limit

UL = \bar X +z\frac{\sigma}{\sqrt{n}} represent the Upper limit

Since we have all the values given we cn replace like this:

LL = 420 -3\frac{25}{\sqrt{25}}= 405 represent the lower limit

UL = 420 +3\frac{25}{\sqrt{25}}= 435 represent the Upper limit

So then the limits for this case are (405, 435)

5 0
2 years ago
Here is the income statement for Larkspur, Inc.
adoni [48]

Answer:

a. The Earnings per share is $3.87

b. The Price-earnings ratio is 3.87 times

c. The Payout ratio is 12.21%

d. The Times interest earned is 10.32

Explanation:

a. The Earnings per share would be calculated as follows:

Earnings per share = (Net income – Preferred stock dividend)/Average number of common shares outstanding

We need to use the formula of the Weighted Average number of common shares outstanding to calculate the Preferred stock dividend.

Therefore, Weighted Average number of common shares outstanding = (Number of common shares outstanding in the beginning + Number of common shares outstanding in the end)/2

= (27,600 + 36,700)/2

= 32,150

Preferred stock dividend = $6,700

Therefore, Earnings per share= (131,100 – 6,700)/32,150

= 124,400/42,150

= $3.87

b. The Price-earnings ratio would be calculated as follows:

Price - earning ratio = Market price per share / Earning per share

= $15 / $3.87 = 3.87 times

c. The Payout ratio would be calculated as follows:

Payout ratio = (Total cash dividends - Preferred stock dividends) / Net income

= ($22,700 - $6,700) / $131,000 = 12.21 %

d. Times interest earned would be calculated as follows:

Times interest earned = (Net income + Interest expense + Tax expense)/Interest expense

= (131,100 + 16,700 + 24,600)/16,700

= 10.32 times

5 0
2 years ago
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