The nominal risk free rate is equal to 10%. The inflation rate is 2%. At t = 0 a hamburger costs $1. Consider the following desired consumption stream: At t = 30 you want to spend $5,000. Then you want to consume 4% more hamburgers until t = 50, and then 5% more hamburgers until t = 65. Assume that you are using the real approach to calculate the PV of all those cash flows. You write down the following equation. A 1 PV = 1 B-C (1 + DF (1 + E)F (1 + G) (1 + L)N 1 (1 + M)N)(1+P) I ---KO J - K What should the value of l be in this equation? (reminder, the second term accounts for cash flows 51 to 65) [5,000/(1.0230](1.0421) [5,000*(1.0230](1.0420)(1.0515) None of the above [5,000/(1.0230](1.0420)(1.0515) [5,000(1.0230](1.0420)(1.05)