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lana66690 [7]
3 years ago
9

Natalie and Curtis have been experiencing great demand for their cookies and muffins. As a result, they are now thinking about b

uying a commercial oven. They know which oven they want and that it will cost $17,000. The company already has $5,000 set aside for the purchase and will need to borrow the rest. Natalie and Curtis met with a bank manager to discuss their options. She is willing to lend Cookie
Business
1 answer:
lutik1710 [3]3 years ago
8 0

Answer:

Natalie and Curtis Cookie Company

The bank manager is willing to lend Cookie $12,000.

Explanation:

a) Data and Calculations:

Cost of equipment (commercial oven) to be purchased = $17,000

Amount already set aside by the company for the purchase = $5,000

Difference required from the bank = $12,000 ($17,000 - $5,000).

b) The bank manager should be willing to lend the company the sum of $12,000, which will make up the balance for the purchase of the commercial oven.  The cost of the oven is $17,000 and the company had set aside $5,000.  This means that it remains $12,000 to make up the purchase cost.  The negotiation for a bank loan will concentrate on the $12,000 required to make up the amount.

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Security $ Invested Expected Return 1 $5,000 7% 2 $7,000 9% 3 $9,000 12% Give the data above: What is the weight of Security 1?
Snezhnost [94]

Answer:

a) The weight of Security 1 is 23.81%

b)  The weight of Security 2 is 33.33%

c)  The weight of Security 3 is 42.86%

d)  The expected return on the portfolio is 9.81%

Explanation:

Hi, in order to find the weight of each security, we need to use the following formula.

W(1)=\frac{ValSec(1)}{ValSec(1)+ValSec(2)+ValSec(3)+...ValSec(n)}

Where:

W(1)= the weight of security 1

ValSec(1,2,3...n)= amount invested in security 1, 2, 3 to n

In other words, the weight of a security in this portfolio is equals to the value invested in this security divided by the sum of all the securities in the portfolio. So, for the weight of the first one, we have to do this:

W(1)=\frac{5,000}{5,000+7,000+9,000} =0.2381

The second:

W(2)=\frac{7,000}{5,000+7,000+9,000} =0.3333

The third:

W(3)=\frac{9,000}{5,000+7,000+9,000} =0.4286

Therefore, the weight of W(1)=23.81%, W(2)=33.33% and W(3)=42.86%

For the expected return on the portfolio, we need to multiply the weight of each security by its return, that is:

0.07*(0.2381)+0.09*(0.3333=+0.12*(0.4286)=0.0981

So, the expected return on the portfolio is 9.81%

Best of luck.

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3 years ago
A simple index of three stocks have opening values on day 1 and day 8 as shown in the table below. What is the rate of change of
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The correct answer is letter B)-11.4% (APEX)
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<u>involuntary employment</u>

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The Post-Keynesianism view is that effective demand is the main determinant of economic performance.

Thus, Keynesianism states that in an economy where there is a significant reduction in demand, it will affect the labor market which further leads to lower wages.

For example, an airline that has 100 workers is experiencing a sharp decline in demand (of flight bookings) because of a government lockdown may decide to cut down their staff capacity ad a result. leading to <u>involuntary employment.</u>

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last month's balance on your credit account was $2,350. You paid off $865. What percentage of your original balance is left?
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Answer:

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