Answer:
Project Alpha 81
Project Beta 81
Project Gamma 83
Project Delta 81
Among the four projects the most likely candidates to be implemented will
be Project Gamma .
Explanation:
Screening Model
1.Calculation for Project Alpha
Important Weight×Weight Score = Weighted Score
Quality 5 × 1 =5
Cost 3 ×7 =21
Speed 7 ×5 =35
Visibility 5 ×3= 15
Reliability 1× 5 =5
Total Score =81
2.Important Weight ×Weight Score = Weighted Score
Calculation for Project Beta
Quality 5 × 3 =15
Cost 3 ×7 =21
Speed 7× 5 =35
Visibility 5×1 =5
Reliability 1 ×5 =5
Total Score =81
3.Important Weight ×Weight Score = Weighted Score
Calculation for Project Gamma
Quality 5 ×3 =15
Cost 3 ×5 =15
Speed 7× 3= 21
Visibility 5×5 =25
Reliability 1×7 =7
Total Score=83
4.Important Weight ×Weight Score = Weighted Score
Calculation for project Delta
Quality 5 ×5 =25
Cost 3 ×3 =9
Speed 7× 5 =35
Visibility 5×1 =5
Reliability 1 ×7 =7
Total Score =81
Therefore among the four projects the most likely candidates to be implemented will
be Project Gamma because it has the highest
score with a score of 83.
Answer:
(b) Shane has to pay $20,000 to Morgan for breach of contract
Explanation:
In the situation, it is given that Shane decides to quit as he gets another job so he breaks the contract instead of finishing his work on time.
Due to breach of contract, Shane has to pay $20,000 to Morgan because it is written in the party that if any party breaks the contract than he has to pay the amount. But due to some unnatural causes, no one has to pay.
In the given case, Shane has deliberately broken the contract so it is compulsory to pay the $20,000 to Morgan.
Hence, option b is correct
Answer:
Double-declining balance method
Explanation:
First we have to find the depreciation rate which is shown below:
= One ÷ useful life
= 1 ÷ 4
= 20%
Now the rate is double So, 40%
In year 1, the original cost is $15,000, so the depreciation is $6,000 after applying the 50% depreciation rate
And, in year 2, the depreciation is ($15,000 - $6,000) × 40% = $3,600
And, in year 3, the depreciation is ($15,000 - $6,000 - $3,600) × 40% = $2,160
Your answer would be, If the Marginal Product of labor increases/rises, The Marginal Cost of Output FALLS.
If the Marginal Product of labor Falls, The Marginal Cost of Output RISES.
Hope that helps!!!
