Andy, Beth and Charlie are participating at team archery competition. Each hits the target with probability...

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Andy, Beth and Charlie are participating at team archery competition. Each hits the target with probability 0.6 (Andy), 0.7 (Beth) and 0.8 (Charlie). For this round, a single team member is selected at random to shoot at the target, with all three being equally likely to be chosen. Compute the probability (as a decimal number with 3 d.p.) that, if the target is hit, it was Charlie who was chosen for this round. Andy, Beth and Charlie are participating at team archery competition. Each hits the target with probability 0.6 (Andy), 0.7 (Beth) and 0.8 (Charlie). For this round, a single team member is selected at random to shoot at the target, with all three being equally likely to be chosen. Compute the probability (as a decimal number with 3 d.p.) that, if the target is hit, it was Charlie who was chosen for this round.

Answer rating: 100% (QA)

First we need to find the probability that Charlie was chosen for this round Since all t... View the full answer