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Jim and Renee will play one game of Rock, Paper, Scissors. In this game, each will select and show a hand sign for one of the three items. Rock beats Scissors, Scissors beat Paper, and Paper beats Rock. Assuming that both Jim and Renee have an equal chance of choosing any one of the hand signs, what is the probability that Jim will win? 
  • a)
    5/6
  • b)
    2/3
  • c)
    1/2
  • d)
    5/12
  • e)
    1/3
Correct answer is option 'E'. Can you explain this answer?
Verified Answer
Jim and Renee will play one game of Rock, Paper, Scissors. In this gam...
No matter what sign Jim throws, there is one sign Renee could throw that would beat it, one that would tie, and one that would lose. Renee is equally likely to throw any one of the three signs. Therefore, the probability that Jim will win is 1/3. 
For example, Jim could throw a Rock sign. He will win only if Renee throws a Scissors sign. There is a one in three chance that Renee will do so. 
In fact: Probability that Renee will win = 1/3 Probability of a tie = 1/3
Probability that Jim will win = 1/3
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Most Upvoted Answer
Jim and Renee will play one game of Rock, Paper, Scissors. In this gam...
To determine the probability that Jim will win in a game of Rock, Paper, Scissors, we need to consider the possible outcomes and their respective probabilities.

Let's first list the possible outcomes in this game:

1. Jim chooses Rock and Renee chooses Scissors (Jim wins).
2. Jim chooses Scissors and Renee chooses Paper (Jim wins).
3. Jim chooses Paper and Renee chooses Rock (Jim wins).
4. Jim chooses Rock and Renee chooses Paper (Jim loses).
5. Jim chooses Scissors and Renee chooses Rock (Jim loses).
6. Jim chooses Paper and Renee chooses Scissors (Jim loses).
7. Jim chooses Rock and Renee chooses Rock (tie).
8. Jim chooses Scissors and Renee chooses Scissors (tie).
9. Jim chooses Paper and Renee chooses Paper (tie).

There are a total of 9 possible outcomes, and out of these, there are 3 outcomes where Jim wins.

So, the probability that Jim will win is given by:

P(Jim wins) = Number of favorable outcomes / Total number of outcomes

P(Jim wins) = 3 / 9 = 1/3

Therefore, the probability that Jim will win is 1/3.

Hence, the correct answer is option "E".
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Jim and Renee will play one game of Rock, Paper, Scissors. In this game, each will select and show a hand sign for one of the three items. Rock beats Scissors, Scissors beat Paper, and Paper beats Rock. Assuming that both Jim and Renee have an equal chance of choosing any one of the hand signs, what is the probability that Jim will win?a)5/6b)2/3c)1/2d)5/12e)1/3Correct answer is option 'E'. Can you explain this answer?
Question Description
Jim and Renee will play one game of Rock, Paper, Scissors. In this game, each will select and show a hand sign for one of the three items. Rock beats Scissors, Scissors beat Paper, and Paper beats Rock. Assuming that both Jim and Renee have an equal chance of choosing any one of the hand signs, what is the probability that Jim will win?a)5/6b)2/3c)1/2d)5/12e)1/3Correct answer is option 'E'. Can you explain this answer? for UPSC 2024 is part of UPSC preparation. The Question and answers have been prepared according to the UPSC exam syllabus. Information about Jim and Renee will play one game of Rock, Paper, Scissors. In this game, each will select and show a hand sign for one of the three items. Rock beats Scissors, Scissors beat Paper, and Paper beats Rock. Assuming that both Jim and Renee have an equal chance of choosing any one of the hand signs, what is the probability that Jim will win?a)5/6b)2/3c)1/2d)5/12e)1/3Correct answer is option 'E'. Can you explain this answer? covers all topics & solutions for UPSC 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Jim and Renee will play one game of Rock, Paper, Scissors. In this game, each will select and show a hand sign for one of the three items. Rock beats Scissors, Scissors beat Paper, and Paper beats Rock. Assuming that both Jim and Renee have an equal chance of choosing any one of the hand signs, what is the probability that Jim will win?a)5/6b)2/3c)1/2d)5/12e)1/3Correct answer is option 'E'. Can you explain this answer?.
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