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natima [27]
3 years ago
15

Exxon's response to the 1989 Valdez tanker oil spill in Alaska is an excellent example of a company using thoughtful crisis mana

gement to help its public relations
Business
1 answer:
PilotLPTM [1.2K]3 years ago
6 0

Answer:

Exxon's response worsened its public standing.

Explanation:

Crisis management is the application of game plan to help an organization deal with a sudden and significant negative event.

The Exxon's response is a perfect example of how company should apply thoughtful response in crisis management because Exxon corporation failed to follow several well-established procedures thereby damaged its public standing, failed to seize control of developments after the spill and sending lower-ranking executive to address the situation instead of the chairman going there himself to take control of  the situation in a possible way.

The action taken by Exxon led to the impression that the company disregard pollution problem by not involving top management.

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The biggest factor in determining the price of a mortgage is:
xeze [42]
I'd say your answer would be the interest rate so A
5 0
3 years ago
Your supermarket is trying to determine how many meatloaf dinners should be produced on Monday. The Monday demand for meatloaf d
Alecsey [184]

Answer:

The recommended production quantity is that which maximizes profit.

<em>Quantity 130</em>

<em />

Explanation:

Quantity to produce is the problem here. Remember that this is one of the fundamental questions in the discipline of Economics.

- What to produce?     - For whom to produce?

- How to produce?      - In what quantity?

Possible Production Quantities:

100,  110,  120, and 130

Mean Demand = 100

Standard Deviation = 20

Lowest possible demand = 100 - 20 = 80units

Highest possible demand = 100 + 20 = 120units

<u>* Solve, using the mean demand for each quantity level. Assume also that on every Monday, the minimum possible quantity is what is purchased. That's the safest assumption anyway.</u>

<u />

FOR QUANTITY 100,

Revenue = 7×100 = $700      Direct cost = 2×100 = $200

Indirect cost = 0.6×20 = $12          Total cost = 200 + 12 = $212

PROFIT = 700 - 212 = $488

FOR QUANTITY 110,

Revenue = 7×110 = $770        Direct cost = 2×110 = $220

Indirect cost = 0.6×30 = $18           Total cost = 220 + 18 = $238

PROFIT = 770 - 238 = $532

FOR QUANTITY 120,

Revenue = 7×120 = $840        Direct cost = 2×120 = $240

Indirect cost = 0.6×40 = $24           Total cost = $264

PROFIT = 840 - 264 = $576

FOR QUANTITY 130,

Revenue = 7×130 = $910          Direct cost = 2×130 = $260

Indirect cost = 0.6×50 = $30            Total cost = $290

PROFIT = 910 - 290 = $620

<em>Remember, the base assumption is that only the minimum quantity of 80units is bought each Monday. This is the only way to account for wastage; which costs 0.6 dollar per unit. So, the more the quantity produced, the greater the likelihood of wastage.</em>

3 0
3 years ago
If it costs $75,000 to put on an event and total revenue is $135,000, what is the profit as a percentage of revenue?
Nuetrik [128]

Answer:

44.44%

Explanation:

Profit is obtained by subtracting cost from revenue.

I,e.,

Profit = revenue - cost.

In this case,

Profit = $135,000 - $75,000

Profit = $60,000

As a percentage of revenue

= $60,000/ $135,000 x 100

= 0.44444 x 100

= 44.44 %

4 0
2 years ago
The standard deviation of a portfolio consisting of 30% of Stock X and 70% of Stock Y is:
andrew-mc [135]

Answer:

The portfolio SD is A. 20.65%

Explanation:

The standard deviation tells the total risk (both systematic and unsystematic) associated with a stock or a portfolio. The portfolio risk or the standard deviation of portfolio can be calculated using the following formula as attached in the picture below.

Using this formula, the standard deviation of the portfolio is:

SDp = √(0.3)² * (0.2)² + (0.7)² * (0.25)² + 2 * (0.3)*(0.7) * 0.4 * (0.2)*(0.25)

Portfolio SD = 0.20645 or 20.645% rounded off to 20.65%

5 0
3 years ago
Suppose that in Problem 13 a Type 2 service objective of 95 percent is substituted for the stock-out cost of$ 12.80. Find the re
evablogger [386]

Answer:

(Q, R) = (1555, 1400)

shortage imputed = $0.388

Explanation:

Lot size-reorder point system is one of the multi period models. This system is denoted by decision variables (Q, R). This multi period model is implemented when there is uncertain demand in inventory control.

nevertheless, in the simple EOQ model, demand is known and fixed. But when the demand is random, these lot size-reorder point (Q, R) systems allow random demand.

There are two decision variables in a (Q, R) system:

Order quantity, Q and

Reorder point, R

Additional steps are attached as files

8 0
3 years ago
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