A positive minimum risk portfolio of a security indicates that the market price of the security is sold:

The correct option is this Greater than original price.
In Finance MCQs, the concept of a positive minimum risk portfolio is closely linked with portfolio theory and risk management principles. A minimum risk portfolio refers to a combination of securities that... Read More

1 FINANCE MCQS

A positive minimum risk portfolio of a security indicates that the market price of the security is sold:

  • Equal to original price
  • Equal to the number of stocks
  • Less than original price
  • Greater than original price
Correct Answer: D. Greater than original price

Detailed Explanation

The correct option is this Greater than original price.


In Finance MCQs, the concept of a positive minimum risk portfolio is closely linked with portfolio theory and risk management principles. A minimum risk portfolio refers to a combination of securities that produces the lowest possible level of total portfolio risk for a given set of assets. This concept originates from Modern Portfolio Theory (MPT), which emphasizes diversification and optimal asset allocation to reduce overall investment risk.


When we say a security has a positive weight in a minimum risk portfolio, it means that the investor includes that security in the portfolio because it contributes to lowering total risk. A positive weight indicates that the asset is not only included but also plays a constructive role in improving the portfolio’s overall risk-return profile. In Finance MCQs, this often signals that the market values such a security highly due to its ability to enhance diversification benefits.


From a pricing perspective, if a security forms part of a positive minimum risk portfolio, it generally reflects strong demand in the market. Investors are willing to include it because it helps reduce volatility without sacrificing expected returns. Due to this desirability, the market price of such a security tends to rise above its original price. Therefore, the correct answer in this Finance MCQ is greater than original price.


The logic behind this concept comes from the efficient frontier in Modern Portfolio Theory. The efficient frontier represents the set of portfolios that offer the maximum expected return for each level of risk. Securities that lie on or help construct the efficient frontier are highly valued because they optimize the trade-off between risk and return. When a security contributes positively to risk reduction, investors may bid up its price, causing it to trade at a level greater than its original or intrinsic price.


It is important to differentiate this concept from the incorrect options commonly presented in Finance MCQs. Equal to original price does not reflect the influence of market demand or portfolio optimization. Equal to the number of stocks is irrelevant to valuation or pricing. Less than original price would imply undervaluation or weak demand, which contradicts the idea of a security being desirable in a minimum risk portfolio. Only greater than original price accurately describes the pricing implication of a positively weighted, risk-reducing asset.


From a practical investment standpoint, portfolio managers continuously analyze correlations between assets to construct minimum risk portfolios. When a security shows low correlation with other portfolio assets and improves diversification, it becomes more attractive. This increased demand can push its market price higher. Institutional investors, hedge funds, and asset management firms rely heavily on such analysis to optimize portfolio allocation and manage volatility.


In competitive exams such as CFA, CSS, PMS, and banking certifications, students are frequently tested on portfolio theory, efficient frontier concepts, and minimum variance portfolios. Understanding how positive weights affect pricing and portfolio construction is essential for mastering Finance MCQs related to risk management and asset pricing.


In conclusion, a positive minimum risk portfolio indicates that a security is valuable for diversification and risk reduction. Due to its desirability and contribution to portfolio optimization, its market price is typically greater than its original price. Mastering this concept strengthens understanding of portfolio theory and improves performance in Finance MCQs as well as real-world investment decision-making.

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