How Investment Sales Loads and One Time Investment Fees Work

Understanding one-time investment fees, such as sales loads

Sales load charges and commissions on investment purchases differ from the financial service industry’s numerous other recurring methods of charging fees to their retail consumers.

Sales loads are less straightforward to analyze for investment lifetime cost-effectiveness, compared to annually recurring charges. (See: Pay less to get more)

If you have a sophisticated and fully integrated lifetime investment growth modeling calculator like VeriPlan, which automatically takes into account all your investment returns expenses and taxes, then your lifetime losses to recurring investment expenses can be projected with reasonably straightforward methods. However, projecting the lifetime impacts of sales load charges requires additional and different projection modeling techniques, which VeriPlan also includes. (See: VeriPlan’s personal financial planning software helps you to understand the full lifetime costs of your excessive investment expenses)

Unlike recurring charges against current assets, front-end sales loads represent assets that did not get into your investment portfolio in the first place. They disappear before the process of calculating future investment returns and asset values can even begin. Therefore, your financial modeling software needs to remember that you lost or will lose these assets, and it needs to calculate the cumulative value of these ‘phantom’ assets over your lifetime.

Concerning the mechanics of a front-end sales load, when you pay a front-end load, some of your total payment is deducted at the beginning of the investment process. Depending upon the percentage of the front-end load charged, the amount invested on your behalf is reduced by the front-end load charge. If you write a check for $1,000 and the front-end load is 6%, then the sales load will be $60 and the remaining $940 would be invested for you. If you want to have $1,000 actually be invested for you when you pay a 6% load charge, then you must write a check for $1063.98. The front-end load formula used is: “Total $ Investment & Load charge” = “Actual $ Investment” / (1 – “% Load”).

The industry is gracious enough to offer you a supposed choice in this matter, when you buy mutual fund shares. You can choose between A, B, and C share classes. In doing so, industry sales representatives may suggest that you get to choose what is “best” for yourself. In this faux decision process, which The Skilled Investor has dubbed the “ABC Share Class Shuffle,” individual investors choose a share class. In the ABC Share Class Shuffle you really just choose one form sales fee over another. As long as you buy and pay a fee, the sponsoring firm and the sales rep do not care which choice you make. (See: Can you really get free and objective investment advice, when you pay investment sales loads?)

Brokerage firms understand well the behaviors of their individual investor customers. While brokerage firms provide apparent choices to pay front-end loads versus back-end loads with higher and lower annual investment fees, you can expect that the pricing of these alternatives will be neutral on a risk-adjusted basis from the investment bank’s point-of-view. It is probable that brokerage firms price their loads to be roughly equivalent on an expected profits basis and then let their customers sort themselves by personal preferences. Investors try to pick the fee that would be least costly, but they pay too much no matter what.

Related Personal Finance Reading:

Personal Finance with Financial Planning Workbook and Software: AND Course Compass Access Card

Personal Finance with Financial Planning Workbook and Software, Second Edition

INVESTMENT ANALYSIS PORTFOLIO MANAGEMENT 7th Edition

Financial Modeling Under Non-Gaussian Distributions (Springer Finance)

Report reveals lower superannuation fees: the Investment and Financial Services Association (IFSA) has released the latest findings of a report by Rice ... article from: Australian Banking & Finance

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