A commission or sales charge applied at the time of the initial purchase for an investment. It is deducted from the investment amount and, as a result, it lowers the size of the investment. Front-end loads are paid to investment intermediaries (financial planners, brokers, investment advisors) as sales commissions and related marketing costs.
Investment Distribution Rate
Cash on Cash – Cash-on-cash (sometimes called the equity dividend rate) is one of the most common return formats used in the real estate industry. It is a ratio (usually converted to a percentage) that is derived by dividing cash flow (before tax) by the amount of equity initially invested.
The cash flow figure equals the net operating income of the property – the gross rental income less the usual operating expenses – minus the debt service on any mortgages to which the property is (or will be) subject. That number is then divided by the equity investment in order to get a measure of the “return on equity,” or cash-on-cash return. A simple example might be as follows:
Effective gross income |
$180,000 |
Less: operating expenses |
($70,000) |
Net operating income |
$110,000 |
Total investment (all-cash) |
$1,000,000 |
Cash-on-cash return |
$110,000 = 11.0% based on $1,000,000 investment |
The cash-on-cash figure doesn’t take into account any income tax effects, resale implications (including changes in property value), future cash flows, or reductions in loan principal. It does, however, give a good feel for the immediate and ongoing periodic return that a cash flow investor can expect. Investors are cautioned that it is possible to have losses instead of cash flow in any investment and that an investor’s entire equity investment could be lost.
The cash-on-cash figure can also show the effects of leverage – using a mortgage loan to finance part of the property’s purchase price. Let’s assume now that in the above example $800,000 of the total purchase price is financed by a mortgage loan – so that the investor is only paying $200,000 cash for the same property. Although this will result in debt repayment expenses (interest and, oftentimes, principal amortization), the much lesser equity investment required often makes this additional expense worthwhile. Let’s look at the same property with leverage in place, assuming an 8% interest-only loan:
Net operating income |
$110,000 |
Less: debt service (8%) |
($64,000) |
Net cash flow |
$46,000 |
Cash-on-cash return |
$46,000 = 23.0% based on $200,000 |
The cash-on-cash return would thus more than double if this mortgage loan were to be used to finance the greater part of the property’s purchase price. Loans bring with them risks, of course – any decrease in the property’s projected net operating income will be borne entirely by the owner, since the bank must be paid back in any event. Yet this cash-on-cash return analysis shows how leverage can also greatly increase the return on equity, and thus the proportionate cash flow returns to the investor, if the interest rate on the loan offers favorable financial leverage to the person making the equity investment.
There are other measures that may be needed to decide whether an investment should be purchased; investors need to consider income taxes, riskiness, whether more or less money should be borrowed, and possible alternative means of financing. A potential real estate investment requires a sophisticated level of in-depth analysis. The cash-on-cash return measure remains a basic and important yardstick, however, in indicating whether an investment might be a good one.
Potential investors should note that while utilizing leverage can have positive effects on the investor’s return on investment, it can also potentially have a negative impact on the investment and accelerate or compound potential losses.
Internal Rate of Return – IRR – The simple “cash-on-cash” return figure uses a property’s cash flow numbers to give a simple look at the desirability of an investment. In addition to not taking into account any appreciation of a property, however, it also doesn’t incorporate a key second element in measuring return on investment, time. Investors are interested not only in how much money they will receive, but when they will receive it. The internal rate of return figure (“IRR”) incorporates the “time value of money” and thus provides a fuller analysis of return on investment.
The key idea underlying the time value of money is the “present value” concept. This is simply the idea that a dollar today is worth more than a dollar tomorrow. This is true for three reasons:
- Inflation – because prices rise, future dollars are generally worth less than present dollars.
- Opportunity cost – a dollar in hand today could be invested to earn interest; if a dollar is not received until a year from now, the interest that could have been earned must be foregone.
- Risk – if a dollar is to be received in the future, there is always some possibility that the dollar will not in fact be repaid.
The value of future money must thus be “discounted,” a concept that is related to the idea of compound interest. The value of a future dollar is linked to how a present dollar earns interest – and that includes the idea that interest in later periods is paid on both that initial dollar and the interest earned on earlier periods. This is the “compound interest” that is earned by money in a bank savings account, for example. In the finance world, this compounding of interest is calculated as follows:
FV = PV(1 + r)n |
where |
r = interest rate |
|
n = number of compounding periods |
|
PV = present value |
|
FV = future value |
The calculation of investment yield, or IRR, is a variant on this formula, and can be viewed simply as compound interest in reverse – that is, compound interest worked backwards in time, or “discounting.” It states a rate of return on investment that is a function of the present value of both the property’s future cash flows and the expected gains to be made from its ultimate sale. Since all of these monies will be gained at different times in the future, an IRR calculation is needed to relate the combined present value of each of those various income sources to the value of the initial investment. One drawback of the IRR calculation is that it assumes that earlier cash flows will be reinvested at the same rate of return, which is usually a bit unrealistic. Nevertheless, the IRR figure is a relatively good indicator of a project’s overall rate of return.
Computers and calculators make the computation of IRR quite easy. One must assign expected cash flow figures to each year (with any projected gain on sale assigned to the final year), and make clear how many years the project is to last — and modern spreadsheet programs can immediately calculate the IRR of the project. These programs also permit an investor to use different sets of assumptions and projections in analyzing the investment.
That functionality is important, since the IRR is necessarily based on a set of projections and assumptions. For example, since the IRR is computed based on the amount actually invested, it will generally increase significantly for those projects that are partially financed with debt. The various other risks inherent in a project must also be evaluated, and different sets of assumptions utilized, before settling on a set of cash flow and sales figures that are the key to calculating the IRR. These other steps are part of the due diligence to be undertaken on a project — and here, there is still no computerized substitute for thoughtful human analysis of the various risk factors that might affect an investment’s outcome.