The formula for the present value of a growing perpetuity is:
C / (r - g), where "g" is the cash flow growth rate.
Growing perpetuity incorporates a growth rate that raises the cash flows obtained every subsequent period. The discounted annuity value of each annuity is added up and decreased by each period until it approaches zero to get the present value of an infinite stream of cash flows.
Finding the current value of an endless series of cash flows that increase proportionately is possible using the present value of expanding perpetuity. In other words, it is the present value of a sequence of payments that increases (or decreases) at a fixed rate on a periodic basis.
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