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3 years ago

Which organization does not provide free or loss cost training and counseling associated with the Small Business Association

1 answer:

6 0

The organization that does not provide free or loss cost training and counseling associated with the Small Business Association is IBRD.

<h3>What is Small Business Association?</h3>

A Small Business Association are agencies that provides resources (like capital, skill, advice) to small businesses for innovation, growth etc

SCORE, VBOC and WBC are all agencies that provide free mentoring services, free training, loss-cost training, counseling etc

Hence, the organization that does not provide free or loss cost training and counseling associated with the Small Business Association is IBRD

Therefore, the Option A is correct.

Read more about Small Business Association

<em>brainly.com/question/2072884</em>

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PLEASE HURRY..<br> List four factors you should consider when selecting a financial institution.

Dafna1 [17]

Answer:

The specialty or expertise of the financial institution

Their Management and Board composition

Their capital adequacy

Their performance

Explanation:

1) Specialty/Expertise:

Different financial institutions have their different area of strength/competence. Some are good in retail, some are good investment banking, some are good in deal making and consolidation etc. Depending on the purpose for which they are to be deployed, the area of their competence would matter most. E.g contracting a bank that is predominantly strong in retail banking to execute an M&A deal would not be ideal.

2) Management & Board composition:

The strength of a financial institution is as good as the quality of the people managing it. The expertise and know how of the management in key areas of business development, strategy, operations etc. will be vital for the growth of the financial institution

3) Capital adequacy

The adequacy of the capital structure of a financial institution is critical as it determines how much business and risk it can take on. By capital adequacy, we simply mean the ratio of its equity to debt. The less leverage its balance sheet is, the more business it can take on. This is critical if the volume of transaction one is about to transact with the financial institution is large.

4) Performance

The performance of a financial institution will show how efficient it is at generating returns and creating value to its shareholders and well as stakeholders. Every investor has an expectation of returns, a financial institution should be able to meet or exceed the market average for such performance yardstick as margin, ROI (return on investment), Return on Asset (ROA) etc

3 0

3 years ago

Erin mcqueen purchased 50 shares of bmw, a german stock traded on the frankfurt exchange, for 64.5 euros (€) per share exactly 1

faust18 [17]

Erin McQueen purchased 50 shares of BMW, a German stock traded on the Frankfurt Exchange, for 64.5 euros (â‚¬) per share exactly 1 year ago when the exchange rate was 0.67 â‚¬/US$. Today the stock is trading at 71.8 (â‚¬) per share, and the exchange rate is 0.75 â‚¬/US$.

a. Did the depreciate or appreciate relative to the US$ during the past year? Explain.

b. How much in US$ did Erin pay for her 50 shares of BMW when she purchased them a year ago?

c. For how much in US$ can Erin sell her BMW shares today?

d. Ignoring brokerage fees and taxes, how much profit (or loss) in US$ will Erin realize on her BMW stock if she sells it today?

Answer:

a. The euro appreciated against the US dollar.

At the beginning of the past year, the €/$ exchange rate was 0.67. This means $0.67 was required to buy one Euro.

At the end of the year, the €/$ exchange rate was $0.75, meaning $0.75 are needed to buy one Euro.

Since it costs more U.S. dollars to buy one Euro at the end of the year, the USD has depreciated against the euro and the euro has appreciated against the USD .

b. Erin paid $4813.43 for the purchase of 50 BMW shares a year ago.

Share price of BMW a year ago = €64.50

Price for 50 BMW shares = €3225 (€64.50 × 50)

€/$ = 0.67

Price in $ = $4813.432836 (3225/0.67)

c. Erin can sell her BMW shares for $4786.67

Share price of BMW a year ago = €71.8

Price for 50 BMW shares = €3590 (€71.8 × 50)

€/$ = 0.75

Price in $ = $4786.666667 (3590/0.75)

d. Erin will lose $26.76 if she sells today.

Gain or Loss = Today's price ($) - Price a year ago ($)

Gain or Loss = -26.76616915 ($4786.666667 - 4813.432836)

4 0

3 years ago

Assets Liabilities and Net Worth

KiRa [710]

Answer:

The correct answer is $30 billions.

Explanation:

The checkable deposits are given as $140 billions.

The total reserves are $51 billions.

The required reserve rate is 30%.

The required reserves will be

=30% of $140 billions

= $0.3 \times 140$

=$42 billions

The excess reserves will be

=total reserves-required reserves

=$51-$42

=$9 billions

Maximum expansion by lending will be

= $\frac{excess reserves}{required \ reserve\ rate}$

= $\frac{9}{0.3}$

=$30 billions

So, the money supply can be expanded by a maximum amount of $30 billions.

5 0

3 years ago

What is the difference between compound and regular interest?

Andreyy89

will calculated by multiplying the principal amount by one plus the annual interest rate raised to the number of compound periods minus one As opposed to simple interest and Interest is the cost of borrowing money and Conversely compound interest
hope this helps

6 0

4 years ago

The Club Auto Parts Company has just recently been organized. It is expected to experience no growth for the next 2 years as it

Ratling [72]

Answer:

P1=$8.43

Explanation:

$D1= 0.5\\D2=0.5\\D3=D2(1+g3) = 0.5(1.05)=0.525\\D4=D3(1+g4) = 0.5(1.05)(1.1) =0.5775\\$

The value of the stock is equal to the present value of all cash-flows expected from holding the stock. At the end of year 1, the value of the stock is found by calculating the present value of the remaining dividends i.e D2, D3, D4, D5 etc till infinity.

Therefore price equals $P1=\frac{D2}{1+ke} + \frac{D3}{(1+ke)^{2} } +\frac{D4}{(ke-g)(1+ke)^{3} }$

given the values of Dividends calculated above and ke= 15% :

$P1=\frac{0.5}{1.15^{1} } +\frac{0.525}{1.15^{2}} +\frac{0.5775}{(0.15-0.1)(1.15^{3} } = $8.43$

7 0

3 years ago