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To make a suitable recommendation, Solomon needs to identify how the proposed investment is in alignment with the investor’s profile and holdings. A suitable recommendation is one that meets the investor’s needs, goals, risk tolerance, time horizon, and personal circumstances. It also considers the investor’s existing portfolio and how the new investment would affect its diversification, performance, and risk. Therefore, option C is correct regarding what Solomon needs to do to make a suitable recommendation. The other options are not correct or sufficient to make a suitable recommendation. Option A is false because mutual fund costs are important regardless of the past fund performance, as they reduce the net returns and compound over time. Option B is false because relying on the risk rating of the mutual fund is not enough to offer an investment solution, as it does not reflect the investor’s return expectations, liquidity needs, tax situation, or personal preferences. Option D is false because matching the past rates of return of the mutual fund with what is the anticipated rate of return is not a reliable way to make a recommendation, as past performance does not guarantee future results and may not be consistent with the investor’s risk tolerance or time horizon. References: [Suitability | GetSmarterAboutMoney.ca], [Mutual Fund Fees | GetSmarterAboutMoney.ca], [Risk Rating | GetSmarterAboutMoney.ca]

By asking Brad about his financial obligations and assets, you are trying to gather information about his net worth, which is one of the essential facts that you need to know about your client according to the KYC rule. Net worth is the difference between the total value of a client’s assets and the total value of their liabilities. It reflects the client’s financial position and helps you assess their risk tolerance, investment objectives, and suitability for different products and services.

References = Canadian Investment Funds Course (CIFC) - Module 1: The Financial Services Industry - Section 1.3: Know Your Client (KYC)1 and web search results from search_web(query="know your client rule")23

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The correct answer is A. Indicates how much an investment’s performance fluctuates around its average historical return.

Standard deviation is a measure of how spread out the data points are from the mean value. It is calculated as the square root of the variance, which is the average of the squared differences from the mean. Standard deviation can be used to assess the volatility or risk of an investment by showing how much the returns deviate from the expected or average return. A higher standard deviation means that the investment has a wider range of possible outcomes, which implies more uncertainty and risk. A lower standard deviation means that the investment has a narrower range of possible outcomes, which implies more stability and consistency.

B. A standard deviation greater than one indicates a higher level of volatility than the market. This statement is incorrect because the standard deviation of an investment is not directly comparable to the standard deviation of the market, unless they have the same mean return. The standard deviation of an investment only measures the absolute variation of the returns, not the relative variation to the market. A better measure of the relative volatility of an investment to the market is beta, which is the ratio of the covariance of the investment and the market to the variance of the market.

C. Measures the systematic risk of an investment relative to a benchmark index. This statement is incorrect because the standard deviation of an investment does not distinguish between the systematic risk and the unsystematic risk. The systematic risk is the risk that affects the entire market or a large segment of the market, such as inflation, interest rates, or political events. The unsystematic risk is the risk that affects a specific investment or a small group of investments, such as management decisions, product quality, or lawsuits. The standard deviation of an investment captures both types of risk, whereas the beta of an investment only captures the systematic risk.

D. Standard deviation is also referred to as beta. This statement is incorrect because standard deviation and beta are different measures of risk. Standard deviation measures the absolute variation of the returns of an investment, whereas beta measures the relative variation of the returns of an investment to the market. Standard deviation is a measure of total risk, whereas beta is a measure of systematic risk.

A position of influence is an outside activity that places the Dealing Representative in a position of power or influence over a client or potential client, such as a trustee, executor, or director of a charitable organization. A position of influence may create a conflict of interest or a potential conflict of interest between the Dealing Representative and the client. Therefore, the MFDA rules require that a Dealing Representative must report any position of influence to the dealer and obtain the dealer’s approval before engaging in such activity. The dealer must also ensure that the position of influence does not impair the Dealing Representative’s ability to act in the best interests of the client and that the client is aware of the nature and extent of the position of influence12

References = Canadian Investment Funds Course (CIFC) - Module 1: The Financial Services Industry - Section 1.3: Know Your Client (KYC)3 and web search results from search_web(query="positions of influence and mutual fund dealers association rules")12

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