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stira [4]
2 years ago
5

An investor purchases a 12-year, $1,000 par value bond that pays semiannual interest of $50. If the semiannual market rate of in

terest is 6%, what is the current market value of the bond

Business
1 answer:
WARRIOR [948]2 years ago
4 0

Answer:

the present value of the bond is $16.67

Explanation:

given data

time NPER = 12 year = 12 × 2 = 24 semi annual

bond value FV  = $1000

interest PMT = $50

rate of interest = 6% = \frac{0.06}{2} = 0.03 = 3 % semi annual

 

solution

we will apply here formula for current value in excel as given below

-PV(Rate;NPER;PMT;FV;type)    .............1

put here value as

rate = 3% and NPER = 24 , and FV = 1000 and PMT = $50

solve it we get

the present value of the bond is $16.67

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Answer:

ERIC: Hi, Hubert. This is my first economics course, and many of the concepts discussed in class are really confusing. Today the professor explained that the true cost of going to college includes both the tuition I pay as well as something called the "opportunity cost" of going to college. I don't understand. I pay $32,000 per year in tuition. The tuition is what I pay to the school, so it seems like that should be my true cost!

HUBERT: Hi, Eric. Many concepts in economics can be confusing at first. Let's talk it through.

Economists think of costs a bit differently than just the dollar amount that you pay. To an economist, the true cost of college includes the total value of what you give up in order to acquire your college education. In other words, not only did you give up the tuition money that you paid, but by attending college, you gave up opportunities to do other things with your time as well. This is where the idea of opportunity cost comes from.

The opportunity cost of your decision to go to college is the value of the next best alternative that you gave up. Suppose that your next best alternative to college is to work as a cashier. By not going to college, and taking this job, you could earn $16,000 per year. Then your opportunity cost of college is <u>$16,000</u>, and your total cost of a year of college is <u>$48,000</u> per year.

ERIC: I think I get it now. So when I take into account the opportunity cost of college, the true cost is actually <u>more </u>than just the tuition.

HUBERT: Correct. Thinking about costs in this way will help you make more rational decisions in your everyday life. Now tell me, how can you explain your decision to go to college?

ERIC: I chose to go to college because, for me, the value of a year in college <u>gives me a higher stand and offers me a better long-term opportunity that someone without a college degree.</u>

Explanation:

The question poses a discussion about the opportunity cost of attending college. The understanding behind this is that by choosing to go to college, Eric is forfeiting the opportunity to get a job as a cashier that would earn him $16,000 a year while incurring his college fees of $32,000. Therefore, the total cost of attending college to him should be $48,000.

3 0
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Answer:

D) purchasing euro call options.

Explanation:

If Lazer purchased euro call options it would be basically buying the right to purchase euros at a specified currency exchange rate. This way Lazer would know what is the maximum amount it will have to pay for the euros it needs to cover its debts. The call option give the buyer the right to purchase the euros but not the obligation, so if the euro depreciates, then Lazer can simply decide to not use the call option.

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One of the reasons why the AD curve slopes downward is that as theA. Price level rises, purchasing power rises.B. Price level fa
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Answer: Option (B) is correct.

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If the price of a commodity decreases, as a result purchasing power of a consumer increases. This is one of the reasons why the AD curve slopes downward.

Suppose there is a fall in the price of a commodity, this will increase the demand for that commodity as well as the purchasing power of the consumer.

Because with a lower price of the commodity, individuals can buy more quantity of goods with the same level of income.

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