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GaryK [48]
3 years ago
13

G. Rifkin is considering investing some or all of a $60,000 inheritance. He looks at a one year cirtificate of deposit paying 6%

, and/or a venture capital group project with a guaranteed 3% return but the potential of earning 10%. Mr. Rifkin woul like to invest the minimum amount of money neccessary to achieve the following
(i) An over all portfolio potential return of at least $4000. Note: The CD's guarantteed return is also its potential.
(ii) An over all portfolio guaranteed return of $2000.
a. Formulate a LP model and recommend an investment strategy (how much to invest in each investment).
b. How much can Rifkin keep for personal use?
Problem 1-1: Rifkin has decided to invest all his inheritance. Therefore, in addition to the two invetments mentioned above, he now looks also at an oil exploration investment. The return could be potentially 100% but he might also lose all his money. Therefore he set up risk protection conditions as follows:
(i) At most $30K will be nvested in oil.
(ii) At least $20K will be invested in CD.
(iii) The portfolio value must have a guarantteed value of at least $40K at the end of the year.
How can Rifkin maximize the potential return of his portfolio?
Business
1 answer:
LenKa [72]3 years ago
8 0

Answer:

The answer is developed below.

Explanation:

1)a) Let A be investment in CD and B be investment in VC

LP Conditions:

A * 6% + B* 3% >=2000

A * 6% + B* 10% >=4000

A+B<=60000

Minimize(A+B)

Result of solving LP:

A= 19047.62

B= 28571.43

Total investment= 47619.05

b) Total money left for personal use = 12380.95

2) Let A be investment in CD and B be investment in VC and C be investment in Oil Exploration

LP Conditions:

60000 - (A*6% + B*3% - C)>=40000

C<=30000

A>=20000

A+B+C=60000

Maximize(A*6%+B*10%+C*100%)

Solving we get:

A=20000

B=18252.43

C=21747.57

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Suppose you own 5% of Coastal Corporation's 400,000 outstanding common shares. The stock was trading for $165 per share before C
dezoksy [38]

Answer: 30,000; $110

Explanation:

From the question, we are informed that someone own 5% of Coastal Corporation's 400,000 outstanding common shares and that the stock was trading for $165 per share before Coastal executives announced a 3-for-2 stock split.

The share owned after the split will be:

= 5% × 400,000 × (3/2)

= 0.05 × 400,000 × 1.5

= 30,000

The price after the split will be the current price divided by the split ratio. Tgis will be:

= $165/1.5

= $110

4 0
4 years ago
Compare and contrast the terms "Fiat Money" and "Commodity Money".
sergij07 [2.7K]

Answer:

Commodity money has some intrinsic value due to the content of precious metal it is made up of or backed by, but debasement or increases in precious metal supply can cause inflation.

Fiat money is backed only by the faith of the government and its ability to levy taxes.

Hope this helped you compare and contrast

Explanation:

3 0
3 years ago
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UkoKoshka [18]
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7 0
3 years ago
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Last year blease inc had a total assets turnover of 1. 33 and an equity multiplier of 1. 75. Its sales were $285,000 and its net
inysia [295]

Answer:

Last year Blease Inc had a total assets turnover of 1.33 and an equity multiplier of 1.75. Its sales were $205,000 and its net income was $10,600. The firm finances using only debt and common equity and its total assets equal total invested capital.

Explanation:

5 0
3 years ago
Consider a two-firm oligopoly facing a market inverse demand curve of P = 100 – 2(q1 + q2), where q1 is the output of Firm 1 and
pickupchik [31]

Answer:

option (2) q1 = 16; q2 = 12

Explanation:

Given:

P = 100 - 2(q1 + q2)

here,

q1 is the output of Firm 1 and q2 is the output of Firm 2

Firm 1's marginal cost = $12

Firm 2's marginal cost = $20

Now,

Profit maximising level of output is attained where the marginal revenue equals the marginal cost

Thus,

for firm 1,

Total revenue, TR = P×Q

TR = (100 - 2q1 - 2q2) × q1

or

TR = 100q1 - 2(q1)² - 2(q1)(q2)

also,

MR = \frac{\delta TR}{\delta Q}

thus,

MR = 100 - 4q1 - 2q2

MC = $12

now

MR = MC

or

100 - 4q1 - 2q2 = 12

or

88 = 4q1 + 2q2

or

q2 = 44 - 2q1        ............... (1)

also,

for firm 2, we have

TR = (100 - 2q1 - 2q2) × q2

or

TR = 100q2 - 2(q1)(q2) - 2(q2)²

and,

MR = \frac{\delta TR}{\delta Q}

or

MR = 100 - 2q1 - 4q2

and

MC = $20

Now,

MR = MC

or

100 - 2q1 - 4q2 = 20

or

80 - 4q2 = 2q1

or

40 - 2q2 = q1        .....................(2)

Now,

substituting the value of q2 from (1), we get

q1 = 40 - 2(44 - 2q1)

or

q1 = 40 - 88 + 4q1

or

3q1 = 48

or

q1 = 16 units

substituting the value of q1 in equation (1) , we get

q2 = 44 - 2 × 16

or

q2 = 12 units

Therefore,

The correct answer is option (2) q1 = 16; q2 = 12

4 0
3 years ago
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