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Sajjad1994
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Sajjad1994 - can you please post the official explanation for this one? There seems to be a mismatch in the answers, not sure how to reconcile.

For the first one, the answer is somewhere around 28% (and we dont have that as an option in the dropdown). How are we getting a 35?

For the second one as well, what DongTan has mentioned above, looks to be the correct approach.

Please provide the detailed solution if possible, thank you!
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Kindly provide the official explanation.What Dongtan has done seems to be the best approach

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Official Explanation

The investor has 20 Large Cap Growth stocks, 8 Small Cap Growth stocks, and 6 Mid Cap Growth stocks, for a total of 34 Growth stocks. In total, the investor has 96 stocks in her portfolio. Therefore, the percentage of growth stocks in the portfolio is:

\(\frac{34}{96}(100) = 35.42\)%

The correct answer is (C).

The investor has 20 Large Cap Growth, 17 Large Cap Value, and 11 Large Cap Core stocks, for a total of 48 Large Cap stocks. She has 12 Small Cap Value, 9 Small Cap Core, and 8 Small Cap Growth stocks, for a total of 29 Small Cap stocks. If the investor has n times as many Large Cap stocks in her portfolio as Small Cap stocks, then:

\(48=29n\)

\(n=1.66\)

The correct answer is (C).
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1.1 The Growth stocks in the investor’s portfolio represent [35.42] % of the total portfolio.

Growth: 20 + 6 + 8 = 34
Value: 17 + 13 + 12 = 42
Core: 11 + 9 = 20

Total: 34 + 42 + 20 = 96

% Growth: \(\frac{34}{96} = 35.42\)%

1.2 The investor has [1.66] times as many Large Cap stocks in her portfolio as Small Cap stocks.

L: 20 + 17 + 11 = 48
S: 12 + 9 + 8 = 29

\(\frac{L}{S} = \frac{48}{29} = 1.66\)­
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