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Permutation and Combination Questions for CAT with Answers PDF

This EduRev document offers 10 Multiple Choice Questions (MCQs) from the topic Permutation & Combination (Level - 3). These questions are of Level - 3 difficulty and will assist you in the preparation of CAT & other MBA exams. You can practice/attempt these CAT Multiple Choice Questions (MCQs) and check the explanations for a better understanding of the topic.

Question for Practice Questions Level 3: Permutation & Combination - 1
Try yourself:How many ways are there to pick two different cards from a deck of 52 cards such that the first card is
(a) an ace and the second is not a queen
(b) a spade and the second is not a queen
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Question for Practice Questions Level 3: Permutation & Combination - 1
Try yourself:How many 4-digit numbers can be formed by using the digits 0, 2, 3, 5 and 8 (without repetition), such that each number is not divisible by 4?  
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Question for Practice Questions Level 3: Permutation & Combination - 1
Try yourself:In how many ways can 4 cards be drawn randomly from a pack of 52 cards such that there are at least 2 kings and at least 1 queen among them?  
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Question for Practice Questions Level 3: Permutation & Combination - 1
Try yourself:The manager of a football team of eleven players wants to take photographs of his team, six players at a time. He can choose any one out of four renowned photographers to take the photographs. In how many ways can the photographs be taken, if the Captain and the Vice-Captain of the team are always included in the photographs? Also, find out the number of ways in which the photographs can be taken, if the Captain and the Vice-Captain of the team are never included in the photographs.
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Question for Practice Questions Level 3: Permutation & Combination - 1
Try yourself:A 6-character code is made of only 0s and 1s, such that the number of 0's is always greater than the number of 1's. How many such codes exist?  
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Question for Practice Questions Level 3: Permutation & Combination - 1
Try yourself:A club has 15 members; 12 of them being married couples and 3 being unmarried. These members have decided to form a leadership board in the club which consists of 4 members: President, Vice-president, Public Relations Officer and General Manager. The Public Relations Officer is to be selected from the unmarried members. For all the other positions, the member selected has to be married. However, one couple decides that they both together will not be a part of the leadership board. In how many ways can the board be formed?
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Question for Practice Questions Level 3: Permutation & Combination - 1
Try yourself:Six cards are to be selected from a deck of cards. At least 1 card is to be selected from each suit. In how many different ways can this be done?
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Question for Practice Questions Level 3: Permutation & Combination - 1
Try yourself:Two groups are to be formed from 10 different boys of a class. The groups may or may not be of the same size. In how many different ways can this be done?
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Question for Practice Questions Level 3: Permutation & Combination - 1
Try yourself:Some tennis balls are to be put into 7 boxes such that each box contains at least one ball. At the most, 3 of the boxes are to contain the same number of balls, and no two of the remaining boxes are to contain an equal number of balls. What is the least possible number of tennis balls needed for the boxes?  
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Question for Practice Questions Level 3: Permutation & Combination - 1
Try yourself:In how many ways can 9 blocks of 3 different colours and 3 different sizes, where all blocks of a particular colour have different sizes, be arranged in a straight line such that blocks of the same colour sit together, and at the point where the colour changes, the adjoining blocks are the same size?  
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