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PRMIA Exam 8007 Topic 4 Question 80 Discussion

Actual exam question for PRMIA's 8007 exam
Question #: 80
Topic #: 4
[All 8007 Questions]

I have $5m to invest in two stocks: 75% of my capital is invested in stock 1 which has price 100 and the rest is invested in stock 2, which has price 125. If the price of stock 1 falls to 90 and the price of stock 2 rises to 150, what is the return on my portfolio?

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Suggested Answer: D

Contribute your Thoughts:

Elke
6 months ago
That makes sense, maybe it is 0.75 after all.
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Leah
7 months ago
But the correlation is 0.5, so it should be closer to 0.5.
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Virgie
7 months ago
Ah, yes, the old 'Why did the linear regression model cross the road?' joke. Classic. But I'm going with option D - 0.375. It just seems more intuitive to me.
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Deja
6 months ago
I agree with you, option D) 0.375 seems like the most logical choice.
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Howard
6 months ago
I believe it's C) 0.3333, that's my best guess.
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Billi
6 months ago
I'm leaning towards B) 1.125, but I'm not entirely sure.
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Denny
6 months ago
I think it's A) 0.75, based on the formula for explained sum of squares.
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Adelina
7 months ago
I agree with Sharen. The formula is just too straightforward to mess up. Although, I did hear a funny joke about linear regression the other day...
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Julie
6 months ago
C) 0.3333
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Cherry
7 months ago
A) 0.75
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Elke
7 months ago
I disagree, I believe it is 1.125.
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Sharen
7 months ago
Wait, isn't the explained sum of squares calculated as the correlation squared times the total sum of squares? That would make it 0.3333.
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Mitsue
7 months ago
Hmm, I think it might be 1.125. The correlation is 0.5, so the explained sum of squares should be half of the total sum of squares.
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Marguerita
6 months ago
B) 1.125
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Melynda
7 months ago
A) 0.75
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Leah
7 months ago
I think the explained sum of squares is 0.75.
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Jesusa
7 months ago
I'm pretty sure the explained sum of squares is 0.75. That's what I learned in my statistics class.
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Launa
6 months ago
Yes, it is 0.75.
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Isabella
7 months ago
I agree, the explained sum of squares is 0.75.
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Billi
7 months ago
I think it's 0.75.
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