Suppose a disease is introduced to a population of fruit flies and the population of flies decreases at a rate of g(t) = -2e05, in flies per day. If the initial population of fruit flies is 260 flies, find a function G(t) that gives the number of fruit flies at time t. Assume that day 1 lasts from 1 < t < 2, day 2 lasts from 2 ≤ t < 3, and so on. On which day does the number of flies reach 0? Select the correct answer below: Day 15 Day 7 Da O Day 10 Day 8

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