Question: A question requiring a 'True/False' answer. 1. Governments play a limited role in the money markets. Yes / No 2. Commercial paper is usually backed

A question requiring a 'True/False' answer.

1. Governments play a limited role in the money markets.

Yes / No

2. Commercial paper is usually backed by collaterals.

A question requiring a 'True/False' answer.

True/ False

3. Secondary markets facilitate the issuance of new securities.

A question requiring a 'True/False' answer.

True/ False

4. Money markets facilitate the sale of long-term loans (one year or more).

A question requiring a 'True/False' answer.

True/ False

A question requiring a 'True/False' answer. 1. Governments play a limited role

2-1.

The standard deviation of the portfolio consisting of stock 1 and stock 2

A multiple-choice question with one possible answer.(Required)

  1. 10%
  2. 8%
  3. 11%
  4. 9%
  5. 7%

in the money markets. Yes / No 2. Commercial paper is usually

3-1. In step 1, you make a Risky-asset portfolio R, which includes assets A and B.

The expected return of the Risky-asset portfolio R is

A multiple-choice question with one possible answer.(Required)

  1. 12%
  2. 18%
  3. 20%
  4. 14%
  5. 16%

    3-2. The standard deviation of the Risky-asset portfolio R' is

A multiple-choice question with one possible answer.(Required)

  1. 6%
  2. 1%
  3. 5%
  4. 2%
  5. 4%

In step 2, you make a Risky- and risk-free-asset portfolio P, which includes Risky-asset portfolio R created in step 1 and a risk-free asset .

3-3. Risky- and risk-free-asset portfolio P' expected return is

A multiple-choice question with one possible answer.(Required)

  1. 7%
  2. 5%
  3. 4%
  4. 8%
  5. 6%

3-4. Risky- and risk-free-asset portfolio P' standard deviation is

A multiple-choice question with one possible answer.(Required)

  1. 4.6%
  2. 1.6%
  3. 0.6%
  4. 0%
  5. 2.6%
  6. 3.6%

= Two stock: Stock 1 and Stock 2 Correlation=P12=-0.5 W =40%, W2 60% Stock 1 Stock 2 Expected return 20% 10% Portfolio Standard deviation 20% 10% In-class Manaba test 1 Step1 The expected return and standard deviation of A are E(ru)=0.04, 0 =0.02 The expected return and standard deviation of B are Elrg )=0.20, Op=0.08 Investment weights are wq=0.5 and we = 0.5 The correlation between A and B is p=0.1 In-class Manaba test 1 Step 2 Assuming that Rp =0.02 Investment weight wr=0.4 and wrr = 0.6 Risk-free and risky assets Portfolio P'expected return is ), standard deviation is )

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