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Agata [3.3K]
3 years ago
7

For what kinds of needs do you think a firm would issue securities in the money market versus the capital market? A firm would i

ssue securities in the money market versus the capital market because: (Select all the answers that apply) A. Transactions in short-term debt instruments, or marketable securities, take place in the money market ? B. Capital markets are typically used for fixed assets, which a company will use over several years. C. Money markets are short-term markets, so firms using these would be in need of funds for less than a year. D. Long-term securities-bonds and stocks-are traded in the capital market and the money market
Business
1 answer:
USPshnik [31]3 years ago
8 0

Answer:

Answers are A , B and C

Explanation:

A : Transactions in short term debt instruments which are ranged less than twelve months (for example,commercial paper,treasury bills, govt bonds etc.,) and also marketable securities ( only specific marketable securities which are highly liquid and due within 3 months) takers place in the money market.

B : In order to raise finance in the capital markets, issuers typically require a high Equity securities represent an ownership claim to the assets of a company. A preferred share is a special type of security which has a fixed periodic and hence Capital markets are typically used for fixed assets, which company will use over several years.

C : Money Markets are short term markets, where funds are invested for a shorter time - usually one year or less.

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Which of the following statement(s) is/are true?
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The correct answer is option (F)In PERT, another path could become critical.

Explanation:

Solution

From the given question, the following statement is true, If In PERT another path could become critical.

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Depending on the standard deviation of another path or way, even with a shorter duration or period, the higher degree of variability could  bring about the change in a critical path or result in the critical path being changed.

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Which of the following methods of project analysis is defined as computing the value of a project based on the present value of
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Answer: discounted cash flow valuation

Explanation:

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Discounted cash flow is used to determine an investment's value based on the future cash flows that the investment will bring.

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a non-profit organization has obtained a temporary daily on-sale license for a fundraiser. who within the organization has to be
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4 0
1 year ago
4. You own a Portfolio that is invested 43 percent in Stock A, 16 percent in Stock B, and 41 percent in Stock C. The "Expected R
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Answer:

A.) The "Expected Return" of the Portfolio is 11.26%

B.) The "Variance" of the Portfolio is 6.749238

C.) The  "Standard Deviation" of the Returns on this Stock is 2.5979%

Explanation:

A.) Expected return on portfolio = 0.43x9.10 + 0.16x16.70 + 0.41x11.40

                                                     = 11.26%

Therefore, The "Expected Return" of the Portfolio is 11.26%

B.)  

"Variance" of the Portfolio = probability*(deviation)^2

Stock A:

probability = 0.43

(deviation)^2 =  (9.1 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

                      = (9.1 - (3.913 + 2.672 + 4.674))^2

                      = (9.1 - 11.259)^2

                      = (-2.159)^2

                      = 4.6613

Stock B:

probability = 0.16

(deviation)^2 =  (9.1 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

                      = (16.7 - (3.913 + 2.672 + 4.674))^2

                      = (16.7 - 11.259)^2

                      = (5.441)^2

                      = 29.6045

Stock C:

probability = 0.41

(deviation)^2 =  (11.4 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

                      = (11.4 - (3.913 + 2.672 + 4.674))^2

                      = (11.4 - 11.259)^2

                      = (0.141)^2

                      = 0.0199

"Variance" of the Portfolio = 0.43x4.6613 + 0.16x29.6045 + 0.41x0.0199

                                                  = 2.004359 + 4.73672 + 0.008159

                                                   = 6.749238

Therefore, The "Variance" of the Portfolio is 6.749238

C.) "Standard Deviation"  = square root of variance

Stock A = 1.4158

Stock B = 2.1764

Stock C = 0.0906

"Standard Deviation" of the Returns on this Stock = 1.4158 + 2.1764 + 0.0906

= 2.5979%

Therefore, The  "Standard Deviation" of the Returns on this Stock is 2.5979%

8 0
3 years ago
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