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Korvikt [17]
2 years ago
12

Several years ago, The Wall Street Journal reported that the winner of the Massachusetts State Lottery prize had the misfortune

to be both bankrupt and in prison for fraud. The balance of the prize was $9,420,713, to be paid in 19 equal annual installments (There were 20 installments, but the winner had already received the first payment). The bankruptcy court judge ruled that the prize should be sold off to the highest bidder and the proceeds to be paid to the creditors.
Required:
a. If the interest rate was 8%, how much would you have been prepared to bid for the prize?
b. Enhance Reinsurance Company was reported to have offered S4.2 million. Use Excel to find the return that the company was looking for.
Business
1 answer:
Contact [7]2 years ago
3 0

Answer:

a. If the interest rate was 8%, how much would you have been prepared to bid for the prize?

this is an ordinary annuity:

annual payment = $9,420,713 / 20 = $471,035.65

number of periods = 19 periods

interest rate = 8%

therefore, the present value annuity factor = 9.6036

the present value of the annuity = $471,035.65 x 9.6036 = $4,523,637.97 ≈ $4,523,638

b. Enhance Reinsurance Company was reported to have offered S4.2 million. Use Excel to find the return that the company was looking for.

using the IRR function in Excel, the return that Enhance was looking for was 9.05%

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Doss [256]

Answer:

The approximate appreciation or depreciation we might see in the MXN/JPY cross exchange rate is 3%.

Explanation:

The approximate appreciation or depreciation we might see in the MXN/JPY cross exchange rate can be stated using the folowing 3 steps.

Step 1. State the initial exchange rates of the currency pairs.

Let first assume the initial exchange rates are as follows:

USD1 = JPY1

USD1 = MXN1

Therefore, we have the initial cross rate as follows:

MXN1 = USD1 = JPY1

MXN1 = JPY1

Step 2. Determine the new exchange rates

The new exchange rates can be determined as follows:

When the USD depreciates 2% versus the JPY, this implies that USD1 * (100% + 2%) = USD1.02 has to be exchanged for JPY1. Therefore, we now have:

USD1.02 = JPY1, or

USD1 = JPY1/1.02

USD1 = JPY0.98

Also, when The USD appreciates 1% versus the MXN, this implies that USD1 * (100% - 1%) = USD0.99 has to be exchanged for MXN1. Therefore, we now have:

USD0.99 = MXN1, or

USD1 = MXN1/0.99

USD1 = MXN1.01

Therefore, we have the new cross rate as follows:

MXN1.01 = USD1 = JPY0.98

MXN1.01 = JPY0.98

MXN1.01 / 1.01 = JPY0.98/1.01

MXN1 = JPY0.97, or

MXN1/0.97 = JPY0.97/0.97

MXN1.03 = JPY1

Therefore, the new exchange rates are as follows:

USD1.02 = JPY1

USD0.99 = MXN1

MXN1.03 = JPY1

c. Determination of appreciation or depreciation we might see in the MXN/JPY

Percentage of depreciation of MXN against JPY = ((Initial MXN/JPY - New MXN/JPY) / Initial MXN/YPY) * 100 = ((1.03 - 1) / 1) * 100 = 3%

Since the percentage of depreciation of MXN against JPY is 3%, this also implies that the percentage of appreciation of JPY against MXN is 3%.

Therefore, the approximate appreciation or depreciation we might see in the MXN/JPY cross exchange rate is 3%.

8 0
3 years ago
Profit Suppose that the daily profit (in dollars) from the production and sale of x units of a product is given byP180xx21000200
algol13

Answer:

The answer is "1798".

Explanation:

\to p=180x-\frac{x^{2}}{1000}-2000

In order to find the rate of profit increase each day, we differentiate between the money demand function and the time t.

\to \frac{dp}{dt}=180\frac{dx}{dt}-\frac{2x}{1000}\frac{dx}{dt} \\\\\to \frac{dp}{dt}=\frac{dx}{dt}\left (180-\frac{2x}{1000} \right ).................(1)

Calculate \frac{dp}{dt} when x=100

\frac{dx}{dt}=10  (Extension rate of produced and delivered units per day)

x=100 \ and\ \frac{dx}{dt}=10 ......... in \ \ eq(1)\\\\\frac{dp}{dt} = 10\left (180-\frac{2(100)}{1000} \right )\\\\  

    =10\left (180-0.2\right ) \\\\=1798 \\\\

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One must invest in an end user when he wants to manage a large number of work utilities. By definition, an end user is defined as the one that uses a fully developed product. These people are very useful because the company would ensure that all bugs and defects would be fixed right away.
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The return on stockholders’ equity is 28.90%.

<h3>How to calculate the stockholders’ equity?</h3>

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Less: Total debt 1280000

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Total Assets 3930000

Less: Total debt 1280000

Total Stockholders' equity 2650000

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Fixed Assets 3101000

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Net income 765947

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