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otez555 [7]
2 years ago
13

Shari is analyzing an incentive plan she has at work and has just completed exercising the option. What process has Shari comple

ted
Business
1 answer:
ale4655 [162]2 years ago
8 0

Considering the situation described above, the process Shari has completed is known as "<u>Choice of Alternative Plans."</u>

The choice of alternative plans is the sixth step in the planning process. It is the stage in which the decision-maker chooses the right choice out of the available options.

The option taken at this point is carried out based on an evaluation of the situation.

Thus given that Shari has just completed exercising the option, this is the <u>choice of alternatives </u>she has completed.

The stages in the process of planning include the following:

  • Perception of opportunities
  • Establishing objectives
  • Planning premises
  • Identification of alternatives
  • Evaluation of alternatives
  • Choice of alternative plans
  • Formulating of supporting
  • Establishing a sequence of activities.

Hence, in this case, it is concluded that the correct answer is "<u>Choice of alternative plans."</u>

Learn more about the process of planning here: brainly.com/question/24382217

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For what purpose are goods and services produced in a socialist economy?
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the answer is d. to meet all consumer needs!!

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The argument that industries should be temporarily protected by tariffs or quotas to allow firms to develop a competitive produc
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Answer: infant industry argument

Explanation:

The infant industry argument simply means that the new industries in a particular economy should be protected at all cost from the multinationals or already developed foreign firms so that they themselves can grow and that the foreign firms will not hinder their progress and growth.

This usually applies to small and newly established firms. One of the main reason for taxation is to help protect such industries from competition thqt can hinder them.

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3 years ago
In the introduction to his speech on the art of digital photography, Terrance mentioned that he works part-time at a camera shop
elixir [45]

Answer: The correct answer is "a. establish credibility".

Explanation: Terrance was seeking to accomplish the "establish credibility" goal in the speech introduction.

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4 0
4 years ago
You read a newspaper article in the business section of a newspaper. The author is a licensed financial advisor with a degree in
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reliable but irrelevant


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3 years ago
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ACold Inc. Is a frozen-food distributor with 10 warehouses across the country. Ivan Tory, one of the warehouse managers, wants t
blagie [28]

ACold Inc. Is a frozen-food distributor with 10 warehouses across the country. Ivan Tory, one of the warehouse managers, wants to make sure that the inventory policies used by the warehouse are minimizing inventory while still maintaining quick delivery to ACold's customers. Because the warehouse carries hundreds of different products, Ivan decided to study one. He picked Caruso's Frozen Pizza (CFP). Demand for CFPs averages 400 per day with a standard deviation of 152. Because ACold orders at least one truck from its supplier each day, ACold can essentially order any quantity of CFP it wants each day. In fact, ACold's computer system is designed to implement an order-up-to policy for each product. Ivan notes that any order for CFPs arrives four days after the order.

Suppose it uses an order up to level of 2410. What is its expected on-hand inventory?

Answer:

The expected Inventory on -hand  =  429.074

Explanation:

From the given information;

Mean i,e Demand for CFPs averages  = 400 per day

standard deviation = 152

Lead TIme = 4 days

period length = ACold Inc. orders at least one truck from its supplier each day,

Let consider the fact that the order is up to level of S = 2410

Then, the expected demand for the lead time is;

\mu = Demand × (Lead time + period length)

\mu =  400 × ( 4 + 1)

\mu =  400 × 5

\mu =  2000

the standard deviation for the lead time as well is :

\sigma = standard deviation sd\sqrt{lead \ time \times period  \ length }

\sigma = 152 \sqrt{4+1}

\sigma = 152 \sqrt{5}

\sigma = 339.88

The z - value for the test statistics can now be computed as:

z = \dfrac{X - \mu}{\sigma}

z = \dfrac{2410 - 2000}{339.88}

z = \dfrac{410}{339.88}

z = 1.2063

z = 1.21

The order upto level = Inventory on -hand + Inventory order - Backorders

The order upto level - Inventory order + Backorders = Inventory on -hand

Inventory on -hand = The order upto level - Inventory order + Backorders

where ;

the backorders = \sigma L(z) and L(z) = standard loss

From the tables of distribution function and inventory  function for standard  normal distribution function

L(z) = 0.0561

the backorders can now be  = 340 × 0.0561

the backorders can now be  = 19.074

Recall that :

Inventory on -hand = The order upto level - Inventory order + Backorders

consider the fact that the order is up to level of S = 2410

∴ Inventory on -hand = 2410 - 2000 + 19.074

Inventory on -hand = 410 + 19.074

Inventory on -hand  =  429.074

6 0
3 years ago
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