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Harlamova29_29 [7]
4 years ago
11

Using the above information, which kind of investor would likely turn the greatest profit in this market, given that each of the

m purchased a house in this area at year 0?
a. A long-term investor, who wishes to hold onto the house for an extended period and rent it out in the meantime.

b. A house flipper, who will sell the house as soon as the market increases its value.

c. A moderate-term investor, who will sell the house once it reaches a certain price.

d. A cautionary investor, who will sell the house in order to minimize losses as soon as the prices begin to drop.
Business
1 answer:
ArbitrLikvidat [17]4 years ago
8 0

Answer:

The correct answer is (A)

Explanation:

People are more successful in housing business who invests for a longer period. Housing prices do not fluctuate rapidly which is why a long term investor who holds the house for a longer period will likely to earn greater profit compared to those who will hold the house for a short-term period. The short-term investor will earn profit but a small percentage whereas long-term investors will earn a greater profit which depends on how long they can hold on to the house.

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2 years ago
A product whose EOQ is 40 units experiences a decrease in ordering cost from $90 per order to $10 per order. The revised EOQ is:
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Answer: three times as large

Explanation:

Economic order quantity will be calculated as follows:

EOQ = ✓(2DS/H)

D = Demand in units

Here S = Ordering cost = $10

H = Holding cost

Since S = $10

Therefore, EOQ will be:

= ✓(2DS/H)

= ✓(2 × 10 × D/ H)

= ✓(20D/H)

Since we're to increase the order cost from $10 per order to $90 per order, then EOQ will be:

Since S = $90

Therefore, EOQ will be:

= ✓(2DS/H)

= ✓(2 × 90 × D/ H)

= ✓(180D/H)

3✓20DH

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4 0
3 years ago
Stallion Corporation sold $100,000 par value, 10-year first mortgage bonds to Pony Corporation on January 1, 20X5. The bonds, wh
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Solution :

a).

Amortization of the bonds premium semi annually = $ 250

Amortization of the bonds premium annually = 250 x 2

                                                                           = $ 500

Bond premium = 500 x 10

                        = $ 5000

Par value bond = $100,000

Premium on the bonds = $ 6000

∴ Original price of the bonds = $ 106,000

b).

Original purchase price = $ 106,000

Semi annually periods from 1 Jan 20X5 to 31 Dec 20X7 = 3 yrs x 2 = 6 periods.

The premium amortization till 31st Dec, 20X7 = $ 250 x 6 = $1500

The balance of the bond investment account = $ 106,000 - $1500

                                                                            = $ 104,500

c).

Event 1

Accounts                                                                       Debit                   Credit

Bonds payable                                                          $100,000

Bonds premium (6000-1500)                                   $4500

Interest income (5750 x 2)                                        $ 11500

Investment in the Stallion Bonds                                                        $104,500

Interest expenses                                                                                 $ 11500

Event 2

Accounts                                                                       Debit                   Credit

Interest payable                                                          $ 6000

Interest receivable                                                                                  $6000

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3 years ago
According to the Census Bureau, in October 2016, the average house price in the United States was $27,358. 8 years earlier, the
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Answer:

Annual increase in price=3.3%

Explanation:

Using the cumulative average growth formula, we can compute the average annual increase as follows;

Average annual increase =( Recent price/Initial price)^1/(n-1)

Initial price =$27,358. 8

Recent price = $21,808

n=8

Average annual increase= (27,358. 8/21,808)^(1/(8-1))=3.3%

Annual increase in price

3 0
3 years ago
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