Time Value of Money… Assume it is the year 2009 and you have been given the choice of a single payment of $500 paid to you ten years from now (2019) or a payment of $300 today. Which would you choose? 2009 2010 2011 2012 2013 ……. 2019
Page 60 in booklet
Present Value Interest Factor (PIF) Table PIFr, n = (1 + r) -n
I would take the $300 today since it has a higher present value, given my discount rate of 6%, than $500 ten years from now. Page 61 in booklet
Present Value Interest Factor (PIF) Table PIFr, n = (1 + r) -n
Page 61 in booklet
Equal Payment Present Value Interest Factor (EPIF) Table EPIFr, n = [1 – (1 / (1+ r)n)] / r
Equal Payment Present Value Interest Factor (EPIF) Table EPIFr, n = [1 – (1 / (1+ r)n)] / r
Pages 61 -62 in booklet
Present Value Interest Factor (PIF) Table PIFr, n = (1 + r) -n
Present Value Interest Factor (PIF) Table PIFr, n = (1 + r) -n
Page 62 in booklet
Page 63 in booklet
Pages 63 -64 in booklet
Page 64 in booklet
Equal Payment Present Value Interest Factor (EPIF) Table EPIFr, n = [1 – (1 / (1+ r)n)] / r
Page 64 -65 in booklet
Equal Payment Present Value Interest Factor (EPIF) Table EPIFr, n = [1 – (1 / (1+ r)n)] / r
Page 65 in booklet
Know equations 40, 44 and 45 Page 65 -66 in booklet