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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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I think the answer would be false. Marketing does not primarily consists of only advertising a product or service. It involves with the buying and selling of a product or a service. It would include advertising, selling of the products and the delivery of these products to the consumers. It should be able to coordinate the 4P's in marketing namely the product, the price, the place and the promotional strategy. So, it is not mainly advertising a product or a service. 
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Which method of depreciation results in periodic depreciation expense that fluctuates from one period to the next, not necessari
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The formula for this method is:

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3 years ago
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2 years ago
Debra, age 51, is self-employed and has never made a lot of money. But, she has consistently saved $4632 per year into a traditi
KiRa [710]

Answer:

D. $221072.

Explanation:

In this question, we use the future value formula which is shown in the spreadsheet.  

The NPER represents the time period.

Given that,  

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The formula is shown below:

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5 0
3 years ago
Jamie received a bonus of $3,000. She decided to deposit the money in a savings account that earns 3.5% compounded daily for 180
alex41 [277]

The compound amount recieved by Jamie after 180 days is $1,466,844.98

Explanation:

We know that money in any sort of banking account earns interests in a compounding manner.

Amount at the end of time “x” is given by A= P(1+R/100) ˣ

Where A= amount after the said time period

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Substituting the values of P as $ 3000, R as 3.5%, and x as 180

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Thus, the amount is $1,466,844.98

7 0
3 years ago
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