I have two portfolios r = a + 0.3f + 0.2f, f1 and f2 have means...
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I have two portfolios r₁ = a₁ + 0.3f₁ + 0.2f₂, f1 and f2 have means equal to zero. r₂ = a₂ + 0.1f₁ -0.1f₂. a. How do I combine these two portfolios to obtain a portfolio that has a risk exposure of 1 to f1 (3 marks)? b. What is the expected return associated with a portfolio that has a factor loading of f1 and a loading of 0 on f2 (2 marks)? I have two portfolios r₁ = a₁ + 0.3f₁ + 0.2f₂, f1 and f2 have means equal to zero. r₂ = a₂ + 0.1f₁ -0.1f₂. a. How do I combine these two portfolios to obtain a portfolio that has a risk exposure of 1 to f1 (3 marks)? b. What is the expected return associated with a portfolio that has a factor loading of f1 and a loading of 0 on f2 (2 marks)?
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