Generally speaking, a quantity that's growing increases with time, and a quantity that's decaying decreases with time.
Say you buy a car, normally its value will 'decay' or depreciate
Say it costs $20,000 and the price mininshes by 8% every year. 8% = 0.08
then
at the end of the first year it will be worth 20000(1 - 0.08)^1
at the end of the second year it will be worth 20000(1-0.08)^2
at the end of the nth year it will be worth 20000(1-0.08)^n
OR
if you invest money in the bank you expect it to grow or appreciate in value
Say you invest $20000 and the price appreciates by a set 4% each year 4%=0.04
at the end of the first year it will be worth 20000(1 + 0.04)^1
at the end of the second year it will be worth 20000(1+0.04)^2
at the end of the nth year it will be worth 20000(1+0.04)^n