Showing posts with label present value. Show all posts
Showing posts with label present value. Show all posts

Sunday, June 24, 2007

Foundations of the Net Present Value Rule

Capital Markets - Current vs Future consumption
    example: investment returns 14% at end of year, 7% interest rate

    Option A - invest $100 now and receive $114 at end of year

    Option B - invest $100 and receive $106.54 ($114 x 1.07) now

    B is borrowing against future income

Net Present Value Rule - investe in any project with a positive net present value

Rate of Return Rule - invest as long as the return on the investment exceeds the rate of return an equivilant investment in capital markets.

Introduction to Present Value

Present Value of $1 must be less than $1 tomorrow because a $1 today can be invested, etc. Discount Factor - present value of a delayed payoff may be found by multiplying payoff by a discount factor.
Present Value = Discount Factor x Payoff

Discount Factor = 1 (divided by) Rate of Return

Opportunity Cost - rate of return offered by equivalent investment alternatives in capital market.

Net Present Value - Present Value less Required Investment