Use the first picture, to answer the following two questions.( wrong order)

Using the model from the previous question, determine the earliest time (after midnight), our individual can legally drive, assuming that the Legal BAC limit a? is 0.06 mg/mL Select all options that provide the correct time. 0 (g) mag0) O (1.5) log2(10) hours For the next questions, assume that, after alcohol is fully absorbed into the body, it is metabolized with a half-life of about 1.5 hours. Someone's blood alcohol content (BAC) is a measurement of how much alcohol is present in someone's blood stream. Consider a person who had three alcoholic drinks and, an hour later, at midnigh_t, had a BAC of A(0) = 0.6 mg/mL. Let A(t) denote this person's BAG 1' hours after midnight. If the individual doesn't ingest any more alcohol after the first three drinks, the function A(t) should be decreasing. Let's use an exponential decay model to evaluate A(t) Select all options below that provide an exponential decay model for our individual's BAC t hours after midnight. O A(t) = (0.6)e 3in(4) mg/ml O A(t) = (0.6)e-3In(4) mg/ml O A(t) = (0.6) (2) -1/1.5 mg/mL O A(t) = (0.6) (2 1/1.5 mg/mL O A(t) = (0.6)e-3in(4) mg/ml O A(t) = (0.6)e 3in(1) mg/ml