Answer: Contingency planning
Explanation: In simple words, it refers to the planning for an upcoming event that may or may not occur in the future. This planning is usually done by organisation so that they can act accordingly if any problem in business operations occurs in future.
In the given case, even after having positive forecast, Donna is planning for future uncertainty such as unexpected stoppage on sales.
Thus we can conclude that this is the type of contingency planning.
<span>That is very true. They are the best people to manage the business since they started it and should know exactly how it needs to be run. If they don't know then their business will more than likely fail for poor management. They may hire other managers but they should always be the decision makers</span>
Answer:
predictive
Explanation:
Based on the information provided within the question it can be said that in the second scenario BSO employed predictive marketing research. This refers to marketing research that focuses on "What if" questions or scenarios in order to design a new plan. Which is what the second scenario is doing by asking "what if" they made an integrated advertising campaign targeted to younger markets.
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Answer:
Price = $40
P/E ratio = 10 times
Explanation:
The formula to compute the price earning ratio is shown below:
Price-earnings ratio = (Market price per share) ÷ (Earning per share)
where,
Market price per share = Next year dividend ÷ (Required rate of return - growth rate)
Next year dividend equal to
= Earnings × (1 - plow back ratio)
= $4 × (1 - 0.30)
= $2.8
Growth rate is = 20% × 0.30 = 6%
And, the required rate of return is 13%
So, the market price per share would be
= 2.8% ÷ (13% - 6%)
= $40
Now the price earning ratio would be
= $40 ÷ $4
= 10 times
Answer:
c. 252
Explanation:
Calculation of what the next year's CPI will equal
Using this formula
Next year's CPI=[Consumer price index (CPI) +(Consumer price index (CPI) *Inflation rate
Let plug in the formula
Next year's CPI=[240+(240*5%)]
Next year's CPI=240+12
Next year's CPI=252.
Therefore the next year's CPI will equal 252
