Fighting probability of fallow deer bucks. A study of fallow deer bucks fighting during the mating season looked whether a fight occurred by whether the initiator won or lost. The researchers recorded 167 encounters between two bucks, one of which clearly initiated the encounter with the other. A summary of the fight status of the initiated encounters is provided in the accompanying table. Suppose we select 1 of these 167 encounters and note the outcome of the two variables (fight status and winner).
Outcome | ||||
Initiator | No Clear | Initiator | ||
Encounter Result | Wins | Winner | Loses | Total |
Fight | 26 | 23 | 15 | 64 |
No Fight | 80 | 12 | 11 | 103 |
Total | 106 | 35 | 26 | 167 |
Given the Initiator Wins, what is the probability there was a fight? Use 4 significant decimal places for your answer, and use the proper rules of rounding. I am looking for just the answer, not the equation.
Fighting probability of fallow deer bucks. A study of fallow deer bucks fighting during the mating...