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Solnce55 [7]
2 years ago
12

Budgeting, ethics, pharmaceutical company. Chris Jackson was recently promoted to Controller of Research and Development for Bri

sC or, a Fortune 500 pharmaceutical company that manufactures prescription drugs and nutritional supplements. The company’s total R&amp ; D cost for 2017 was expected (budgeted) to be $5 billion. During the company’s midyear budget review, Chris realized that current R&amp ; D expenditures were already at $3.5 billion, nearly 40% above the midyear target. At this current rate of expenditure, the R&amp ; D division was on track to exceed its total year-end budget by $2 billion!
In a meeting with CFO Ronald Meece later that day, Jackson delivered the bad news. Meece was both shocked and outraged that the R&D spending had gotten out of control. Meece wasn’t any more understanding when Jackson revealed that the excess cost was entirely related to research and development of a new drug, Vyacon, which was expected to go to market next year. The new drug would result in large profits for BrisCor, if the product could be approved by year-end. Meece had already announced his expectations of third-quarter earnings to Wall Street analysts. If the R&D expenditures weren’t reduced by the end of the third quarter, Meece was certain that the targets he had announced publicly would be missed and the company’s stock price would tumble. Meece instructed Jackson to make up the budget shortfall by the end of the third quarter using "whatever means necessary." Jackson was new to the controller’s position and wanted to make sure that Meece’s orders were followed. Jackson came up with the following ideas for making the third-quarter budgeted targets:
1. Stop all research and development efforts on the drug Vyacon until after year-end. This change would delay the drug going to market by at least 6 months. It is possible that in the meantime a BrisCor competitor could make it to market with a similar drug.
2. Sell off rights to the drug Martek. The company had not planned on doing this because, under current market conditions, it would get less than fair value. It would, however, result in a one-time gain that could offset the budget shortfall. Of course, all future profits from Martek would be lost. Capitalize some of the company’s R&D expenditures, reducing R&D expense on the income statement. This transaction would not be in accordance with GAAP, but Jackson thought it was justifiable because the Vyacon drug was going to market early next year. Jackson would argue that capitalizing R&D costs this year and expensing them next year would better match revenues and expenses.
3. Referring to the "Standards of Ethical Behavior for Practitioners of Management Accounting and Financial Management,"
4. Which of the preceding items are acceptable to use? Which are unacceptable? What would you recommend Jackson do?
Business
1 answer:
OleMash [197]2 years ago
7 0

Answer:

BrisCor

Budgeting, ethics, pharmaceutical company

a. Referring to the "Standards of Ethical Behavior for Practitioners of Management Accounting and Financial Management,"

none of the preceding items are acceptable to use.

b. I would recommend Jackson to go ahead with the R&D throughout the year to ensure that the drug Vyacon was successfully brought to the market next year before the competitor.  He can try to keep to the budget going forward.  A budget remains a budget and not the actual.  Budget overrun can result.  What is important is its effectiveness in achieving business goals.

Explanation:

The announced expectations of third-quarter earnings to Wall Street analysts should not prevent the R&D on the drug Vyacon from continuing, provided Jackson is certain that the envisaged success would be attained.  They remain expectations.  They are not the actual results of operations for the year. Even if the company's stock price would tumble, it would still recover after the drug had received approval and gone to market, raking in large profits.  After all, the projected increase in R&D cost might not result, and the drug Vyacon could be fully developed and ready for the market before year-end, thereby not exceeding its budget.

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Your business has purchased 500 pizza pans, 60 kg of sauce, 100 kg of cheese, 2.5 kg of basil, 2.5 kg of oregano, 5 kg of yeast,
adelina 88 [10]

Answer:

400 pizzas

Explanation:

The complete question would be:

<em>You are going into the business of making pizzas. The following is the list of ingredients to make ONE pizza: </em>

<em>400 g flour           50 mL water </em>

<em>10 g yeast             120 g sauce </em>

<em>250 g cheese       5 g oregano </em>

<em>5 g basil </em>

<em>Your business has purchased 500 pizza pans, 60 kg of sauce, 100 kg of cheese, 2.5 kg of basil, 2.5 kg of oregano, 5 kg of yeast, and 200 kg of flour. You have as much water as you need. How many pizzas can you make? </em>

You are going to have to make a couple of conversions to do this. Since everything you need is indicated in grams, we first need to convert everything you have in grams.

There are 1,000 g in 1 kg. So now we convert them all:

60 kg of sauce

60kg \times \dfrac{1,000g}{1kg} = 60,000g

100 kg of cheese

100kg \times \dfrac{1,000g}{1kg} = 100,000g

2.5 kg of basil

2.5kg \times \dfrac{1,000g}{1kg} = 2,500g

2.5 kg of oregano

2.5kg \times \dfrac{1,000g}{1kg} = 2,500g

5 kg of yeast

5kg \times \dfrac{1,000g}{1kg} = 5,000g

200 kg of flour

200kg \times \dfrac{1,000g}{1kg} = 200,000g

So now that we know what we have, we determine how many pizzas we can make with the amount of each ingredient. We get the ratio of each ingredient to one pizza to determine how many we can make:

<u>Flour:</u>

Available: 200,000g

Needed: 400g

200,000g\ of\ flour\times\dfrac{1\ pizza}{400g\ of\ flour} = 500\ pizzas

<u>Yeast:</u>

Available: 5,000g

Needed: 10g

5,000g\ of\ yeast\times\dfrac{1\ pizza}{10g\ of\ yeast} = 500\ pizzas

<u>Cheese:</u>

Available: 100,000g

Needed: 250g

100,000g\ of\ cheese\times\dfrac{1\ pizza}{250g\ of\ cheese} = 400\ pizzas

<u>Basil:</u>

Available: 2,500g

Needed: 5g

<u />2,500g\ of\ basil\times\dfrac{1\ pizza}{5g\ of\ yeast} = 500\ pizzas<u />

<u>Sauce:</u>

Available: 60,000g

Needed: 120g

<u />60,000g\ of\ sauce\times\dfrac{1\ pizza}{120g\ of\ sauce} = 500\ pizzas<u />

<u>Oregano:</u>

Available: 2,500g

Needed: 5g

<u />2,500g\ of\ oregano\times\dfrac{1\ pizza}{5g\ of\ oregano} = 500\ pizzas<u />

We do not need to consider water, because it will provide as many as we will need.

So here we see that all but one ingredient is able to yield 500 pizzas. Cheese is the only one that yields less than 500, specifically 400 only. This is your limiting ingredient and this ingredient determines how many pizzas you can make. Because when you run out of cheese, you can no longer make a pizza.

4 0
3 years ago
Two firms compete in a market to sell a homogeneous product with inverse demand function P = 600 – 3Q. Each firm produces at a c
podryga [215]

Answer:

Explanation:

We need to find the function of firm 1 and firm 2 which we have as

PQ1/Q1= 300

600Q1– 3Q21 – 3Q1Q2/ = 300

300 – 6Q1 – 3Q2= 300

Q1 = 1/6(600 -300 – 3Q2)

Q1 = 50 – 1/2Q2 Reaction function for firm 1

Q2 = 50 – 1/2Q1 Reaction function for firm 2

Cournot which we have as;

Q2 = = 1/6(600 -300 – 3Q1)

Q2 = 50 – 1/2Q1

Q2 = 50 – ½(50 – 1/2Q1)

Q2 = 50 – 25 + 1/4Q1

Q1 = 100/3 = 33.33 Output

Q2= 100/3 = 33.33 Output

Equilibrium market price which is

P = 600 – 3(Q2+ Q2)600 – 3(100/3 + 100/3)= 400

Profits for firm 1

Π1 = TR1– C1= PQ1 – C1=400 * 100/3 – 300 * 100/3= 10000/3 = $3,333.33 For firm 1

Profits for firm 2

Π2 = TR2– C2= PQ2 – C2=400 * 100/3 – 300 * 100/3= 10000/3 = $3,333.33 For firm 2

Stackelberg is given as ;

QL= (600 – 300)/2*3 = 50 Firm 1 output is QL = 50

QF= (600 – 300)/4*3 = 25 Firm 2 output is QF =25 P = 600 – 3*75 = 375

Π1 = (375-300) * 50 = 3750Profit for firm 1

Π2 = 75*25 = 1875 Profit for firm 2

Bertrand is given as ;

Under this competition, price is the same to marginal cost and profits are zero

600 – 3Q = 300

Q = 100 Output = 100

P = Zero

Collusive Behavior is given as;

MR=MC600 - 6Q = 300

300 = 6QQ = 50 Output

P = 600 – 3*50 = 450

Π = (450 – 300) * 50 = 7,500profit

3 0
3 years ago
Clyde contracts with Deephole Excavation, Inc., to dig an agricultural pond on his farm. Deephole is to keep the excavated grave
anastassius [24]

Answer: Discharged

Explanation:

 Discharge contract is one of the type of concept that helps in making the various types of agreement between the two members or any two companies.

The discharged contract is basically discharged by using the various types of operation of laws and also b terminating the different types of obligations.

According to the given question, the Clyde contracts with the deep-hole excavation Inc., is one of the type of discharged contract for the process of digging an agriculture farm. Therefore, Discharged contract is the correct answer.  

8 0
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Shirley was laid off by her employer. What benefit is she entitled to receive?
belka [17]

She would receive unemployment

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8 0
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