7.The table below gives the probabilities of a few dependent events.The probability of an arrow hitting the target is 0.87. The probability of an arrow hitting the target and landing in the inner circle is0.82.The probability of rain during the football game is 0.68. The probability of Rodrick's college team winning the football game whenit rains is 0.45.The probability of Maria serving to the forehand in the first serve of a tennis match is 0.66. The probability of serving to abackhand in her second serve and to the forehand in her first serve is 0.48.The probability that while bowling Ralph gets a strike in the first game is 0.32. The probability that he gets a spare in the secondgame and a strike in the first game is 0.30.Which of the following statements has the greatest probability?A.the probability of getting a spare in the second game given that Ralph got a strike in his first gameO B. the probability of serving to a backhand in the second serve given that Maria served to a forehand in the first serveC.the probability of Rodrick's college team winning the game given that it rained on the game dayD. the probability of an arrow landing in the inner circle given that the arrow hits the targetResetNext Question

Here USE BAYES RULE FOR GIVEN SCENARIO

Answered: Which of the following statements has…

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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Need help with probabilities.
A couple plan to have three children. There are eight possible arrangements of girls and boys. For example, GGB means the two children are girls and the third child is a boy. All eight arrangements are (approximately) equally likely. Write down all eight arrangements of the sexes of three children. What is the probability of any one of these arrangements? Enter your answer to three decimal places. f the ccccccccccccccccc probability: What is the probability that the couple's children are two girls and one boy? Enter your answer to three decimal places. probability: O f6 f Chp no 1 fg ( fg for 43°F Clear f12. 6:37 PM 11/26/2022
Which of the following choices correctly describe the probability of picking a dog that is a Yorkie given the dog prefers to eat chicken? O P(Yorkie|chicken) O P(chicken and Yorkie) O P(chicken | Yorkie) O P(Yorkie or chicken) Which of the following choices correctly describe the probability of picking a dog that is a Shih Tsu and the dog prefers to eat cheese? O P(Shih Tsu | cheese) O P(Shih Tsu or cheese) O P(Shih Tsu and cheese) O P(cheese | Shih Tsu)
The number of dollars a round trip plane ticket costs from North America to Europe is normally distributed with a mean of $1,780 and a standard deviation of $335. What is the probability a randomly selected ticket costs between $775 and $2,785? Enter your answer in decimal form. For example. 75% should be entered as 0.75
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Need help with #8
Let A and B be two events such that the probability of B is 0.5 and the probability of both is 0.2. Find the probability of A given that B occurs.
Jeri is listening to the songs on a new CD in random order. She will listen to two different songs, and will buy the CD if she likes both of them. Assume that there are 10 songs on the CD and that she would like 5 of them. Before she had listened to any of the songs on the CD, what would have been the probability that she would buy the CD? Hint: To find this probability, first find the number of combinations of 2 out of the 5 songs that she likes (how many different combinations of 2 out of the 5 songs are there?). Then find the number of combinations of 2 out of the 10 songs on the CD (how many different combinations of 2 songs can she pick from the CD?). Take the number of combinations of the 5 songs she likes and divide that by the number of combinations of the 10 songs.. Question 7 options: A. 10/45 or 22% B. 10/120 or 8.3% C. 4/9 or 44% D. 45/10 or 450%

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