The population (in millions) of a country as a function of time t (years) is P(t) = 30.20.1t . Show that the population doubles every 10 years. Show more generally that for any positive constants a and k, the function g(t) = a2kt doubles after 1/k years.
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Question answered on Jul 22, 2018
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Solution~000590266.zip (18.37 KB)