1 / 8

Return on Investment – Net Present Value Method

Return on Investment – Net Present Value Method. By R. S. Miolla. Agenda. 1) What is return on investment (ROI)? 2) Time value of money concept. 3) Net Present Value Method. 1) ROI or Capital Budgeting. Answers: Is this a good financial investment? A long-term investment

Download Presentation

Return on Investment – Net Present Value Method

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Return on Investment – Net Present ValueMethod By R. S. Miolla

  2. Agenda • 1) What is return on investment (ROI)? • 2) Time value of money concept. • 3) Net Present Value Method.

  3. 1) ROI or Capital Budgeting • Answers: Is this a good financial investment? • A long-term investment • Example: buying equipment, opening a plant • Based on cash flows, not earnings • Statement of cash flows not the income statement

  4. 2) Time Value of Money • The idea that cash received today is worth more than cash in the future. • An investment is made today- cash out. • Return is earned in the future- cash in. • Discount rate is a %. • PV = FV/(1+i)^n • PV = 100 (.826) = $82.60; n=2, i=10% • Use an online financial calculator (Investopedia)

  5. Investment Defined • $10,000 cash outflow (investment) • Cash inflows: • Investment A Investment B • Year 1 6000 2000 • 2 4000 2000 • 3 2000 2000 • 4 0 3000 • 5 0 4000

  6. Net Present Value Method – Investment A • The firm needs to pick a discount rate: 10% • Year 1 6000 x .909 = 5454 • Year 2 4000 x .826 = 4130 • Year 3 2000 x .751 = 1502 • Total NPV of inflows: 11086 • NPV of the project: 11,086 – 10,000 = 1086

  7. Net Present Value Method (NPV) – Investment B • Year 1 2000 x .909 = 1818 • 2 2000 x .826 = 1652 • 3 2000 x .751 = 1502 • 4 3000 x .683 = 2049 • 5 4000 x .621 = 2484 • NPV of inflows 9505 • NPV of the project: 9,505 – 10,000 = (495)

  8. Summary • 1) Return on investment. • 2) Time value of money concept. • 3) Net Present Value Method.

More Related