The rate of television thefts triples every 3 months.

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The rate of television thefts triples every 3 months. (a) Determine, to two decimal places, the base b for an exponential model y = Abt of the rate of television thefts as a function of time in months.b = 1 1.44(b) Find the doubling time to the nearest tenth of a month.2 months

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