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Return on investment (ROI) or return on costs (ROC) is the ratio between net income (over a period) and investment (costs resulting from an investment of some resources at a point in time). A high ROI means the investment's gains compare favourably to its cost.
The hurdle rate is usually determined by evaluating existing opportunities in operations expansion, rate of return for investments, and other factors deemed relevant by management. As an example, suppose a manager knows that investing in a conservative project, such as a bond investment or another project with no risk, yields a known rate of ...
The underlying idea is that investors require a rate of return from their resources – i.e. equity – under the control of the firm's management, compensating them for their opportunity cost and accounting for the level of risk resulting. This rate of return is the cost of equity, and a formal equity cost must be subtracted from net income.
For example, say you invest in a fund that historically provides an 8% nominal rate of return. However, the fund has a 0.5% management fee , and inflation is 3%. Therefore, you subtract 3.5% of ...
Marginal cost of capital (MCC) schedule or an investment opportunity curve is a graph that relates the firm's weighted cost of each unit of capital to the total amount of new capital raised. The first step in preparing the MCC schedule is to rank the projects using internal rate of return (IRR). The higher the IRR the better off a project is.
The return, or rate of return, depends on the currency of measurement. For example, suppose a US$10,000 (US dollar) cash deposit earns 2% interest over a year, so its value at the end of the year is US$10,200 including interest. The return over the year is 2%, measured in USD.
The third opportunity has an 80% chance of success with a 50% ROR. For each investment, if it is not successful the investor will lose his entire initial investment. The expected rate of return for the first investment is (.6 * .7) + (.4 * -1) = 2%; The expected rate of return for the second investment is (.45 * .2) + (.55 * -1) = -46%
(a) From the portfolios that have the same return, the investor will prefer the portfolio with lower risk, and [1] (b) From the portfolios that have the same risk level, an investor will prefer the portfolio with higher rate of return. Figure 1: Risk-return of possible portfolios. As the investor is rational, they would like to have higher return.