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Anettt [7]
3 years ago
7

Why is it relevant that finance tends to attract large amounts of money? a. Money can be used for good or evil b. Finance attrac

ts people from around the globe c. Financial markets are a critical components of economic success d. All of the above
Business
1 answer:
SpyIntel [72]3 years ago
6 0

Answer: c. Financial markets are a critical components of economic success

Explanation:

Economic success runs on companies and individuals being able to produce goods and services for the economy. To be able to do so they need capital to invest and most times they don't have that capital.

This is where Finance comes in. It connects people who do not have the capital but want to produce to those that have the capital but do not necessarily want to produce.

The huge amounts of money that finance attracts is channelled to those who need it. They then produce and the economy becomes successful.

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Cho wanted to sell her custom jewelry made in China to the U.S. market, but she didn’t have a lot of capital to get started, nor
allsm [11]

Answer:

licensing

Explanation:

Based on the scenario being described within the question it can be said that the entry method that Cho seems to be pursuing is known as licensing. This is a market entry strategy in which a company grants permission to another company in a different country in order for it to use the granting company's intellectual property for a specific period of time.

3 0
4 years ago
Read 2 more answers
James Stillman is an investment adviser representative with Rock, Feller, and Standard (RFS), a covered adviser with its princip
liubo4ka [24]

Answer:

Stillman should register as an investment adviser representative in state P.

Explanation:

Investment adviser representatives (IARs) must necessarily register in the state that they work in. In this case, Rock, Feller, and Standard (RFS) must be registered in all the states where it has offices functioning, but Stillman only needs to register in the state where his office is. If Stillman worked half year in state P and the other half in state M, then he would need to register in both states. But since this is not the case, then registering in state P should be enough.

3 0
3 years ago
Simone Company is considering the purchase of a new machine costing $50,000. It is expected to save $9,000 cash per year for 10
max2010maxim [7]

Answer:

At the rate of return of 18%, the purchase of the new machine is not convenient.

Explanation:

Giving the following information:

Simone Company is considering the purchase of a new machine costing $50,000. It is expected to save $9,000 cash per year for 10 years, has an estimated useful life of 10 years, and no salvage value. Management will not make any investment unless at least an 18% rate of return can be earned.

We need to find the net present value using the following formula:

NPV= -Io + ∑[Cf/(1+i)^n]

Cf= cash flow

NPV= -50,000 + 9,000/1.18 + 9,000/1.18^2 + 9,000/1.18^3 + ... + 9,000/1.18^10

NPV= -9,553

At the rate of return of 18%, the purchase of the new machine is not convenient. It will produce a loss in value.

4 0
3 years ago
Suppose Powers Ltd., just issued a dividend of $1.20 per share on it common stock. The company paid dividends of $.85, $.92, $.9
tino4ka555 [31]

Answer: 11.48%; 11.47%

Explanation:

Given that,

Dividend Issued on common stock = $1.20 per share

Dividend paid in last four years:

$.85 per share

$.92 per share

$.99 per share

$1.09 per share

Stock currently sells at = $53

Calculation of growth rates in dividends :

G1 = \frac{0.92-0.85}{0.85}

    = 8.24%

G2 = \frac{0.99-0.92}{0.92}

     = 7.6%

G3 = \frac{1.09-0.99}{0.99}

     = 10.1%

G4 = \frac{1.20-1.09}{1.09}

     = 10.09%

(1) Arithmetic growth Rate = \frac{8.24+7.6+10.1+10.09}{4}

                                           = 9.01%

Cost of Equity = \frac{(1.20)(1.0901)}{53}+0.0901

                        = 11.48%

(2) Geometric growth Rate

1.20=0.85(1+g)^{4}

G = 9%

Cost of Equity = \frac{(1.20)(1.09)}{53}+0.09

                        = 11.47%

5 0
3 years ago
The Eldorado Corporation’s controller prepares adjusting entries only at the end of the reporting year. The following adjusting
tia_tia [17]

Answer:

1. The interest rate on the Company's note payable is 4 %

2. The rent payment was made in the beginning of April 2021

3. The amount of lending by Eldorado is $ 80,000

           

Explanation:

a. Computation of rate of interest on note payable.

Principal amount of note                                                        $ 252,200

Period of interest April 01 - Dec 31 2021                                 9 months

Amount of interest                                                                      $ 7,560

Full year interest is

interest amount for 9 months /9 * 12 months                            $ 10,080

Interest rate = Annual interest / Principal note value * 100      

$ 10,080/$ 252,200 *100 =                                                        4 %

b. Computation of period of rent payment

The total rent payment is                                                          $ 51,000

Amount of expired rent                                                             $ 34,000

Ratio of expired portion of rent

Expired portion/ Total rent      $ 34,000/ $ 51,000                    2/3 times

Considering the expired portion over the 12 month period

2/3 * 12 = 8 months

so the rent payment was made 8 months prior to December 31 i.e April 01

c. Computation of amount of lending to customer

Interest receivable adjusted                                                       $   600

Period of lending to December 31                                            3 months

Interest rate on lending                                                                 3 %

The annual interest on th lending needs to be calculated as follows:

Interest for 3 months/ 3 months * 12 months

$ 600/3 * 12                                                                                 $ 2,400

To calculate the amount of lending, we consider the annual interest and divide it by the interest rate

$ 2,400/ 0.03          = $ 80,000                    

8 0
4 years ago
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