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lora16 [44]
3 years ago
15

You have been offered an investment that will pay you a lump sum of $30,000 25 years from today, along with a payment of $1,000

per year for 25 years starting one year from today. How much are you willing to invest today to have this investment in your portfolio assuming you wish to earn a rate of 6 percent compounded annually
Business
1 answer:
leva [86]3 years ago
6 0

Answer:

$5,793.40

Explanation:

The amount you invest is called the Principle Value (PV). Therefore the question requires us to determine the Principle Amount that will pay you a lump sum of $30,000 25 years from today.

<em>FV = $30,000</em>

<em>N = 25</em>

<em>PMT = ($1,000)</em>

<em>P/Yr = 1</em>

<em>I = 6 %</em>

<em>PV = ?</em>

Using a Financial Calculator to input the values as shown above, the Principle Value (PV) is calculated as $5,793.40.

Therefore, you will be willing to invest $5,793.40 today to have this investment in your portfolio

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Answer:

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Explanation:

Supply Chain Management (SCM) comprises all the steps companies take from gathering raw materials until the delivery of a final good to consumers. In the process, several resources are used such as Information Technology (IT) systems which allow measuring numerically materials, components, labor hand and hours, and the necessary resources for the manufacturing company given a period.

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Answer:

Financial disadvantage from further processing = $(9)

Explanation:

<em>A company should process further a product if the additional revenue from the split-off point is greater than than the further processing cost.  </em>

<em>Also note that all cost incurred up to the split-off point (the cost of crushing) are irrelevant to the decision to process further .  </em>

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