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alexira [117]
3 years ago
8

Wanda is faced with an ethical dilemma. She knows her supervisor, the CFO, wants to accelerate the recoding of revenue to an ear

lier period to "make the numbers," but Wanda is convinced this would violate GAAP. If Wanda reasons at stage 4 of Kohlberg's model she is most likely to:________.
Business
1 answer:
jolli1 [7]3 years ago
5 0

Answer:

Wanda is most likely to refuse.

Explanation:

The stage 4 of Kohlberg's Moral Development Model is defined as the Law and Order Orientation Stage, in which doing what is dutiful is paramount. If Wanda accepted his supervisor's demands, she would be breaking a law (the GAAP), and this act would therefore go against what the Kohlberg's model proposes. She will most likely respect the law despite the conquesequences that this might have on her personal life (for example, being fired).

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If GDP is $15 trillion, how many years will it take for GDP to increase to $30 trillion if annual growth is 2 percent
Varvara68 [4.7K]
Y = original value • growth ^(time/period of growth)

30000000000000 = 15000000000000 • (1+0.02)^(x/1)

Divide both sides by 15 trillion

2 = (1.02)^(x)

take logarithm of both sides

log2 = log1.02^x

Bring x down using log law

log2 = xlog1.02

Divide both sides by log1.02

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Answer:

  • Economic order quantity= 1406 units
  • Safety Stock= 630 units
  • Reorder Point= 14130 units

Explanation:

Given Demand D= 78,000units/year

Ordering cost S = $38.00/order

Holding cost H = $3.00unit/year

Average lead time = 9 weeks

Standard deviation of weekly demand = 120 units

a) Economic order quantity:

EOQ = \sqrt{(2*D*S)/H}

EOQ = \sqrt{(2*78000*38)/3}

1405.7 = <u>1406 Units</u>

b)<u> Safety Stock:</u>

Weekly demand = 78000/52 =1500 units

Standard deviation of weekly demand = 120 units

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Using the normsinv() in excel the Z value for the desired 96% service level is 1.75

Safety stock = z\sigma _{d}\sqrt{L}

= 1.75*120*\sqrt{9}

= 630 units

Reorder point = average lead time demand + safety stock

= lead time * weekly demand + saftey stock

  = 9*1500 + 630

  = 13500 + 630

Reorder point = 14130

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