FIN 300 Lecture Notes - Lecture 5: Compound Interest, Cash Flow, Effective Interest Rate

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Fin300 - lecture #5: varying compound periods including continuous compounding, Annuity due: cash flow occurs at beginning of the period. if limited number of payments then it is annuity ex) lease. Example: what is the pv of a ,000 payment for 5 years at 6% starting immediately. Pv = ,000 + pv ordinary annuity for 4 periods. First compute value as measured at t= -1. Perpetuity: annuity in which the cash flows continue forever if unlimited number of payments, forever . Growing perpetuity: constant stream of cash flows without end that is expected to rise indefinitely, unlimited number of payments formula: Pv = [c (1 + r)] + [(c x (1+g)) (1 + r)^2] + [(c x (1+g)^2) (1 + r)^3] + [(c x (1+g)^(n-1)) (1. Interest rate, r, must be greater than growth rate, g. Assumes that cash flows are received/disbursed at regular/discrete times formula: Growing annuity: finite number of growing annual cash flows at constant rate. formula:

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