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denis23 [38]
3 years ago
11

Macrocconomics simply focuses on the annual performance of a particular national economy and ignores it interactions with other

national economies around the world
A. True
B. False

Depreciation refers to a decrease in the value of a durable good caused by:

A. a decrease in its resale value.
B. an increase in the price level.
C. changes in the intcrest rate.
D. wear and tear over time.
E. changes in tax laws
Business
1 answer:
LekaFEV [45]3 years ago
3 0
I would go with A if not B
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Assume that a certain business has $1,000 worth inventory, $1,000 cash in bank, and $10,000 receivable from customers in three m
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A. $5,000

Explanation:

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Kate plans to start a winter garment store. The market conditions suggest that the best time to start a winter garment store is
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December because it's between the months of October and February
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Suppose that the market for labor is initially in equilibrium. If the firm employs labor-saving technology, the equilibrium wage
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Suppose that the market for labor is initially in equilibrium. If the firm employs labor-saving technology, the equilibrium wage and the quantity of labor will both rise.

<h3>How do you calculate labor market equilibrium?</h3>

The labor market is in equilibrium when supply equals demand; E* workers are employed at a wage of w*.

In equilibrium, all persons who are looking for work at the going wage can find a job.

<h3>What is equilibrium wage rate?</h3>

The equilibrium market wage rate is at the intersection of the supply and demand for labor.

Employees are hired up to the point where the extra cost of hiring an employee is equal to the extra sales revenue from selling their output.

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3 0
1 year ago
On January 1, 20Y8, Crabb &amp; Co. sold land to ASP, Inc. and accepted a two-year, $500,000 face value note as payment. 6% inte
jeka94

Answer:

1. Discount

2. $449,298.47

3. $369,298.47 gain

4. land reduces by $80,000, investment increases by $449,298.47, reserves increases by $369,298.47

Explanation:

Question 1

Using the formula below

Price=\frac{I_{1}}{1+r} +\frac{I_{2}+F}{(1+r)^{2}}

where

I = interest rate, which is 6% of 500,000 = 30,000

F = Face value, 500,000

r = borrowing cost = 12%

Therefore, the price of the note at the time it was used for payment was

Price=\frac{30,000}{1.12} +\frac{30,000+500,000}{(1.12)^{2}}

= $449,298.47.

As the price is lower than the face value of the note, the note was issued at a discount.

Question 2

The fair market value of the note is $449,298.47, the compute price in question 1.

Question 3

The gain/loss on the sale of the land

= sale price - purchase price

= $449,298.47 - 80,000

= $369,298.47.

Question 4

The transaction would affect Crabb & Co's balance sheet as follows.

<em>Asset side:</em>

land reduces by $80,000

investment increases by $449,298.47

<em>Equity & liabilities side:</em>

reserves increases by $369,298.47

3 0
3 years ago
Colin is 40 years old and wants to retire in 27 years. His family has a history of living well into their 90s. Therefore, he est
NARA [144]

Answer:

$2.1 million

Explanation:

Colin will retire at 67 and expects to live 28 more years. Be believes that he will need approximately $112,500 (in current dollars) per year to live while he is retired. His social security benefits are $30,000 + $20,000 in a government sponsored annuity (in current dollars) per year, so that means that he needs to cover the remaining $62,500. In order to calculate this, I will assume that Colin receives his first distribution on his 67th birthday (annuity due) and each distribution is made on an annual basis and received on the subsequent birthdays until he turns 94 (28th distribution).  

The $62,500 that Jordan expects to need once he retires must be adjusted to inflation (3%). In 27 years they will equal $62,500 x (1 + 3%)²⁷ = $138,830.56

Using an excel spreadsheet, I calculated the present value of Colin's 28 distributions using an 8% discount rate = $2,064,637.04 , which we can round up to $2.1 million

Colin currently has $200,000 in his retirement account and in 27 years (age 67), his account will be worth $200,000 x (1 + 8%)²⁷ = $1,597,612.29

this means that Colin will be $2,064,637.04 - $1,597,612.29  = $467,024.75 short

using the future value of an annuity formula, we can calculate the annual contribution:

annual contribution = future value / annuity factor

  • future value = $467,024.75
  • FV annuity factor, 8%, 27 periods = 87.35077

annual contribution = $467,024.75 / 87.35077 = $5,346.54

3 0
3 years ago
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