Lucy and Zaki each throw a ball at a target.What is the probability that both Lucy and Zaki hit the target?

Probability of both Lucy and Zaki hitting the target  = 1/4 When Zaki or Lucy throw a ball at the target there are only two outcomes for each of them ( i.e Hit or miss ) Therefore : The probability of Lucy hitting the target = 1/2 The probability of Zak hitting the target = 1/2 Analysis Probability of both Lucy and Zaki hitting the target P(Lucy ) + P(Zaki ) = 1/2 + 1/2 = 1/4 Hence we can conclude that Probability of both Lucy and Zaki hitting the target  = 1/4 Learn more about probability : brainly.com/question/24756209 #SPJ1 Your question lacks some information but I have provided a general answer.

Final answer: To find the probability that both Lucy and Zaki hit the target, we multiply their individual probabilities of success. This is called finding the joint probability. Explanation: The probability that both Lucy and Zaki hit the target would depend on the individual success rates of Lucy and Zaki. In probability theory, we usually assume that each event is independent unless given otherwise. If we denote Lucy's chance of hitting the target as P(Lucy), and Zaki's chance as P(Zaki), then the chance that they both succeed, or the joint probability, is found by multiplying their individual probabilities. This is expressed as P(Lucy and Zaki) = P(Lucy) * P(Zaki). Learn more about Joint Probability here: brainly.com/question/32099581 #SPJ11