详解
The correct answer is 410. It’s given that t minutes after an initial observation, the number of bacteria in a population is 60000(2)t410 . This expression consists of the initial number of bacteria, 60,000 ,multiplied by the expression 2t410 . The time it takes for the number of bacteria to double is the increase in the value of t that causes the expression 2t410 to double. Since the base of the expression 2t410is 2, the expression 2t410will double when the exponent increases by 1. Since the exponent of the expression 2t410 is t410 , the exponent will increase by 1 when t increases by 410. Therefore the time, in minutes, it takes for the number of bacteria in the population to double is 410.