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7nadin3 [17]
3 years ago
15

As a graduating senior, Chun Kumora of Manhattan, Kansas, is eager to enter the job market at an anticipated annual salary of $5

4,000. Assuming an average inflation rate of 3 percent and an equal cost-of-living raise, what will his salary possibly become in ten years? In 20 years? (Hint: Use Appendix A.1.) To make real economic progress, how much of a raise (in dollars) does Chun need to receive next year and the year after?
Business
1 answer:
sammy [17]3 years ago
7 0

Answer:

a. Chun Kumora's salary in ten years=$72,571.48

b. Chun Kumora's salary in twenty years=$97,530.01

c. Amount of raise Chun needs to receive next year=$1,620

d. Amount of raise Chun needs to receive the year after=$3,288.60

Explanation:

When choosing a career, there are various factors that need to be considered. One such factor is the salary. The expected salary should match with the salary average salary in the market. In our case, the annual salary is expected to be $54,000, but in order to estimate future salary requirements, the inflation rate has to be considered since the value of money reduces with time. Lets solve Chun Kumora's case as follows;

a. Salary in ten Years

The future value of the $54,000 salary in ten years while accounting for inflation can be expressed as;

F.V=P.V(1+r)^n

where;

F.V=future value

P.V=present value

r=inflation rate

n=number of years

In our case;

F.V=unknown, yet to be determined

P.V=$54,000

r=3%=3/100=0.03

n=10 years

replacing;

F.V=54,000(1+0.03)^10

F.V=54,000(1.03)^10

F.V=$72,571.48

Chun Kumora's salary in ten years=$72,571.48

b. Salary in twenty Years

The future value of the $54,000 salary in twenty years while accounting for inflation can be expressed as;

F.V=P.V(1+r)^n

where;

F.V=future value

P.V=present value

r=inflation rate

n=number of years

In our case;

F.V=unknown, yet to be determined

P.V=$54,000

r=3%=3/100=0.03

n=20 years

replacing;

F.V=54,000(1+0.03)^20

F.V=54,000(1.03)^20

F.V=$97,530.01

Chun Kumora's salary in twenty years=$97,530.01

c.

Amount of raise Chun needs to receive next year;

In our case;

F.V=unknown, yet to be determined

P.V=$54,000

r=3%=3/100=0.03

n=1 year

replacing;

F.V=54,000(1+0.03)^1

F.V=54,000(1.03)^1

F.V=$55,620

Raise=Amount next year-current amount

where;

Amount next year=$55,620

current amount=$54,000

replacing;

Raise=56,620-54,000=$1,620

d.

Amount of raise Chun needs to receive the year after;

In our case;

F.V=unknown, yet to be determined

P.V=$54,000

r=3%=3/100=0.03

n=2 year

replacing;

F.V=54,000(1+0.03)^2

F.V=54,000(1.03)^2

F.V=$57,288.60

Raise=Amount next year-current amount

where;

Amount next year=$57,288.60

current amount=$54,000

replacing;

Raise=$57,288.60-54,000=$3,288.60

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Explanation:

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If a perfectly competitive firm and a monopolistic competitor in long run equilibrium face exactly the same demand and cost curv
zheka24 [161]

A perfectly competitive firm and a monopolistic firm in the long-run equilibrium face exactly the same demand and cost curves, then they will also <u>earn zero </u><u>economic profits</u><u>, and attain the lowest possible unit costs (D).</u>

<u />

Economic profit is the total revenue minus the total cost of a product produced by a firm. Cost in this term include the measurement of oppotunity cost.

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Monopolistic firm is a firm in a market where many firms are producing similar but differentiated products. The entry barriers for thiis market is relatively low and the decisions of any firm do not dirrectly affecting its competitor within the market.

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Learn more about Perfect Competition and Monopolistic Markets here: brainly.com/question/29454493

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3 0
1 year ago
Project Year 0 Cash Flow Year 1 Cash Flow Year 2 Cash Flow Year 3 Cash Flow Year 4 Cash Flow Discount Rate A -100 40 50 60 N/A .
Y_Kistochka [10]

Answer:

The answer is: You should invest in Project B since it has a higher NPV ($12.65) than Project A ($12.04)

Explanation:

Using an excel spreadsheet we can determine the net present value (NPV function) of the cash flows associated with each project.

<u>Project A</u>                                                <u>Project B</u>

40                                                           30  

50                                                           30

60                                                           30

0                                                             30

         discount rate for both projects = 15%

NPV Project A's cash flows = $112.04 minus the amount invested (100) = $12.04

NPV Project B's cash flows = $85.65 minus the amount invested (73) = $12.65

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