If a population doubles every hour, how long will it take to triple?
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It is a exponential growth in the form of x = a r n where r is the growth rate, a is the starting population, and x is the population after n time units.
Take a as one so that triple the population is three such that:
3 = 1 ( 2 n )
lo g 3 = n lo g 2
n = lo g 2 lo g 3
so the time it would take to triple the population is lo g 2 lo g 3 time units.