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Two cards are drawn in succession from a pack of 52 cards. The first card should be a Queen and the second should be a King. What is the probability of doing so if the first card is replaced?  
  • a)
    1/52
  • b)
    1/13
  • c)
    2/50
  • d)
    1/169
Correct answer is option 'D'. Can you explain this answer?
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Directions: In a game of card cricket, there are cards placed on a table, each card having an identifiable front(F) and a back(B) side. The first card has number 1 on F and 2 on B, the second card has number 3 on F and 4 on B, and so on..... The nth card has 2n-1 on F and 2n on B. These cards are shuffled, such that the F of each card is on the top and the B of each card is on the bottom. The batsman picks up any random card in each turn. If the number on either F or B of the card has a single digit, the batsman is termed OUT. Else if the number on either F or B has every digit as the same(ex: 555, 66, 1111), the batsman is termed OUT. If none of the above conditions is met, the batsman is awarded some runs in the following way:S1 = Sum of digits of the number on FS2 = Sum of digits of the number on BR(Runs awarded to the batsman) = Maximum(S1, S2)After every turn, the card is put back into the deck, so that it can be picked again.Each time the batsman picks a card, it is termed as a delivery(similar to cricket). Runs scored in each delivery keeps on adding to the total score of the batsman. So, the total score of a batsman is the sum of the runs scored by him/her in all the deliveries faced. The batsman keeps picking up cards till he/she is termed OUT. After the batsman is out, the second player follows the same till he/she is termed out. The player with a higher total score wins the game. Based on the information provided, answer the questions that follow.Q. Anuj, who was the batsman got out on the first delivery. What is the probability of this happening, given that the total number of cards was 393? Correct answer is '7/131'. Can you explain this answer?

Directions: In a game of card cricket, there are cards placed on a table, each card having an identifiable front(F) and a back(B) side. The first card has number 1 on F and 2 on B, the second card has number 3 on F and 4 on B, and so on..... The nth card has 2n-1 on F and 2n on B. These cards are shuffled, such that the F of each card is on the top and the B of each card is on the bottom. The batsman picks up any random card in each turn. If the number on either F or B of the card has a single digit, the batsman is termed OUT. Else if the number on either F or B has every digit as the same(ex: 555, 66, 1111), the batsman is termed OUT. If none of the above conditions is met, the batsman is awarded some runs in the following way:S1 = Sum of digits of the number on FS2 = Sum of digits of the number on BR(Runs awarded to the batsman) = Maximum(S1, S2)After every turn, the card is put back into the deck, so that it can be picked again.Each time the batsman picks a card, it is termed as a delivery(similar to cricket). Runs scored in each delivery keeps on adding to the total score of the batsman. So, the total score of a batsman is the sum of the runs scored by him/her in all the deliveries faced. The batsman keeps picking up cards till he/she is termed OUT. After the batsman is out, the second player follows the same till he/she is termed out. The player with a higher total score wins the game. Based on the information provided, answer the questions that follow.Q. If any card is picked once, it cannot be picked again. Virat scored a total of 53 in 2 deliveries. What can be the minimum number of cards they are playing with? Correct answer is '950'. Can you explain this answer?

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Two cards are drawn in succession from a pack of 52 cards. The first card should be a Queen and the second should be a King. What is the probability of doing so if the first card is replaced?a)1/52b)1/13c)2/50d)1/169Correct answer is option 'D'. Can you explain this answer?
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Two cards are drawn in succession from a pack of 52 cards. The first card should be a Queen and the second should be a King. What is the probability of doing so if the first card is replaced?a)1/52b)1/13c)2/50d)1/169Correct answer is option 'D'. Can you explain this answer? for CAT 2024 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about Two cards are drawn in succession from a pack of 52 cards. The first card should be a Queen and the second should be a King. What is the probability of doing so if the first card is replaced?a)1/52b)1/13c)2/50d)1/169Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Two cards are drawn in succession from a pack of 52 cards. The first card should be a Queen and the second should be a King. What is the probability of doing so if the first card is replaced?a)1/52b)1/13c)2/50d)1/169Correct answer is option 'D'. Can you explain this answer?.
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