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sergeinik [125]
3 years ago
12

The classical dichotomy is the separation of real and nominal variables. The following questions test your understanding of this

distinction.
Rina spends all of her money on paperback novels and donuts. In 2009 she earned $14.00 per hour, the price of a paperback novel was $7.00, and the price of a donut was $2.00.

1: Which of the following give the nominal value of a variable? Check all that apply.
A) The price of a donut is $2.00 in 2009.
B) Rina's wage is $14.00 per hour in 2009.
C) Rina's wage is 2 paperback novels per hour in 2009.
Business
1 answer:
mylen [45]3 years ago
7 0

Answer:

A) The price of a donut is $2.00 in 2009.

B) Rina's wage is $14.00 per hour in 2009.

Explanation:

The nominal value of a variable is its monetary amount, in this case, in dollars which is susceptible to currency fluctuations and inflation. Therefore, statements A and B present the nominal value of a variable.

When valuing a variable as an exchange for another good, that is assigning a real value to that variable since monetary changes won't affect the relationship between two goods.

The answers are A) and B)

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Not fewer than 20 days nor more than 30 days.
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High quality goods and services are made available to consumers because of producers __________.
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Answer:

b. Would like to compete

d. specilize in production

Explanation:

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3 years ago
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What is Kevin’s net worth on May 31, 2013?<br> $4,050<br> $9,260<br> $13,200<br> $22,460
Alchen [17]

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Home loans typically involve "points," which are fees charged by the lender. Each point charged means that the borrower must pay
nirvana33 [79]

Answer:

Ans. The effective annual interest rate charged on the loan is 12.99% effective annually. (Please see the attached excel spread sheet)

Explanation:

Hi, attached is the amortization table that I made for this case. Notice that there is a yellow and green cell, the yellow one is the result of using the "IRR" function of MS Excel which provides an effective monthly rate, since the payments are made every month, then we have to transform that monthly effective rate into an effective annual rate, this is the formula to use.

EffectiveAnnual=(1+EffectiveMonthly)^{\frac{1}{12} } -1

That is:

EffectiveAnnual=(1+0.012267477)^{\frac{1}{12} } -1=0.12986448

Which we round to 12.99% effective annually.

Finally, notice that I didnt use the payments to find the effective rate, I used the cash flow, that was because you didn´t receive all the 100K (the fee, remember?), you received $98,000.

Best of luck.

Download xlsx
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