During World War II The German forces launched "flying-bombs" (missiles) against London. In a study of the effectiveness of these flying-bombs, a researcher divided the south of London into 575 squares of area equal to 0.25 square km and counted the number of these squares that had sustained exactly k hits. The data for 0 - 4 hits in an area is given in the table below. Let the random variable x = number of flying-bombs hitting in a randomly selected square in south London. Probability historgram b) Using your estimated probabilities in part (a), estimate the following: i) P(x = 1), the probability that 1 flying bomb hit in a randomly selected square. ii) P(x

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During World War II The German forces launched "flying-bombs" (missiles) against London. In a study of the effectiveness of these flying-bombs, a researcher divided the south of London into 575 squares of area equal to 0.25 square km and counted the number of these squares that had sustained exactly k hits. The data for 0 - 4 hits in an area is given in the table below.  Let the random variable x = number of flying-bombs hitting in a randomly selected square in south London.  ​ Probability historgram  ​ b) Using your estimated probabilities in part (a), estimate the following: i) P(x = 1), the probability that 1 flying bomb hit in a randomly selected square. ii) P(x < 3), the probability that fewer than 3 flying bombs hit. iii) P(x ≥ 3), the probability that at least 3 flying bombs hit.

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The Answer of During World War II The German forces launched "flying-bombs" (missiles) against London. In a study of the effectiveness of these flying-bombs, a researcher divided the south of London into 575 squares of area equal to 0.25 square km and counted the number of these squares that had sustained exactly k hits. The data for 0 - 4 hits in an area is given in the table below.  Let the random variable x = number of flying-bombs hitting in a randomly selected square in south London.  ​ Probability historgram  ​ b) Using your estimated probabilities in part (a), estimate the following: i) P(x = 1), the probability that 1 flying bomb hit in a randomly selected square. ii) P(x < 3), the probability that fewer than 3 flying bombs hit. iii) P(x ≥ 3), the probability that at least 3 flying bombs hit.

During World War II the German Forces Launched "Flying-Bombs" (Missiles)