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You are studying a population of wild coyotes and notice that every three years there is an epidemic of a bacterial disease. Which of the following is the most likely explanation for this periodic cycling of the disease? New coyotes, which are susceptible to the disease, are continuously born into the population Coyotes are dying from other causes over time. During an outbreak, the proportion of coyotes who are infected slowly falls as they recover, Coyotes from other populations who have already been infected and recovered from the disease immig tarto the study population Submit Answer saved to SimText server.

You are studying a population of wild coyotes and notice that every three years there is an epidemic of a bacterial disease. Which of the following is the most likely explanation for this periodic cycling of the disease? New coyotes, which are susceptible to the disease, are continuously born into the population Coyotes are dying from other causes over time. During an outbreak, the proportion of coyotes who are infected slowly falls as they recover, Coyotes from other populations who have already been infected and recovered from the disease immig tarto the study population Submit Answer saved to SimText server.

The most likely explanation for the periodic cycling of the bacterial disease in the population of wild coyotes is that during anoutbreak, the proportion of coyotes who are infected slowly falls as they recover.This means that as the number of infectedcoyotesdecreases, the disease is less likely to spread to healthy individuals, leading to a decrease in the overall prevalence of the disease. However, as new susceptible coyotes are born into the population, the disease may reemerge, resulting in another epidemic every three years. Coyotes dying from other causes over time or coyotes from otherpopulationswho have already been infected and recovered from the disease immigrating to the study population are less likely explanations for theperiodic cyclingof the disease.To know more aboutcoyotesbrainly.com/question/15892742#SPJ11...

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