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andreev551 [17]
3 years ago
14

The overhead costs for a company are presently $X per month. The management team of the company in cooperation with the employee

s is ready to implement a comprehensive improvement program to reduce these costs. If you (a) consider an observation of actual overhead costs for one month analogous to an output unit, (b) estimate the overhead costs for the first month of program implementation to be 1.15X due to extra front-end effort, and (c) consider a 90% improvement curve applicable to the situation, what is your estimate of the percentage reduction in present overhead costs per month after 30 months of program implementation
Business
1 answer:
andre [41]3 years ago
8 0

Answer:

31.42%

Explanation:

The computation of the estimate of the percentage reduction in present overhead costs per month is shown below:-

n = log s ÷ log2

= log 0.90 ÷ log 2

= -0.152

Now we will use the learning curve equation  which is here below:

Z30 = 1.15X × 30^(-0.152)

= 0.685765148

So, the cost is reduced by

= 1 - 0.685765148

= 0.314234852

or

= 31.42%

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Answer: $65

Explanation: Under the FIFO method, that is, first in first out method inventory is recorded on the assumption that the goods that were purchased first will also be sold first and the remaining inventory will have the latest purchased units.

So, in the given question the two units sold would be costing $80 and $95

Hence,

Gross profit = $240 - ($80 + $95)

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3 0
3 years ago
Elizabeth is a chef and the kitchen manager in an upscale restaurant. she is very knowledgeable in both the culinary and restaur
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Because she possesses these technical skills, Elizabeth can be considered a <u>"knowledge"</u> worker.


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7 0
3 years ago
You have just won the state lottery and have two choices for collecting your winnings. You can collect $100,000 today or receive
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Answer:

The present value Option 1 = $100,000

The present value Option 2 =$97.368,57‬

Explanation:

The formula to calculate Present Values is equal to:

Present Value = FV / (1+r) ∧n

Let´s calculate Present Value for Option 2:

PV1 =   $20,000 / (1+0,10) ∧ 1= $18,181.82

PV2 =  $20,000 / (1+0,10) ∧ 2= $16,528.92

PV3 =  $20,000 / (1+0,10) ∧ 3= $15,026.29

PV4 =  $20,000 / (1+0,10) ∧ 4= $13,660.26

PV5 =  $20,000 / (1+0,10) ∧ 5= $12,418.42

PV6 =  $20,000 / (1+0,10) ∧ 6=  $11,289.47

PV7 =  $20,000 / (1+0,10) ∧ 7= $10,263.16

PV1 + PV2 +PV3 +PV4 + PV5 + PV6 + PV7 = $97.368,57‬

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3 years ago
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Suppose an investment project is projected to provide $198,000 in revenues if the project is undertaken. the investment will cos
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<span>Yes. By investing $180,000 and having a revenues of $198,000, the company would earn $18,000 (before tax) from this project investment. Assuming that the $180,000 investment already factored in time/labor and the projected $190,000 revenues is very likely to occur.</span>
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