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Progressions, Sequences & Series Questions for CAT with Answers PDF

This EduRev document offers 10 Multiple Choice Questions (MCQs) from the topic Progressions, Sequences & Series (Level - 2). These questions are of Level - 2 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 2: Progressions, Sequences & Series - 1
Try yourself:The interior angles of a polygon are in A.P. If the least angle is 42° and common difference is 33°, the number of sides is  
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Question for Practice Questions Level 2: Progressions, Sequences & Series - 1
Try yourself:If the sum of the series 1 + 3/x +9/x2 + 27/x3 + … to infinity exists, then which of the following must be true?
(Given that x is not less than or equal to zero)
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Question for Practice Questions Level 2: Progressions, Sequences & Series - 1
Try yourself:If x, y, z are in A.P, then (x + 2y - z)(2y + z - x)(z + x - y) equals  
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Question for Practice Questions Level 2: Progressions, Sequences & Series - 1
Try yourself:In a GP, the third term is 10 more than the second term and the second term is 6 more than the first term. What is the fifth term?
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Question for Practice Questions Level 2: Progressions, Sequences & Series - 1
Try yourself:If the sum of the first 8 terms of an AP is exactly half of the sum of the next 8 terms, what is the ratio of the 16th term to the 8th term of the AP?  
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Question for Practice Questions Level 2: Progressions, Sequences & Series - 1
Try yourself:Sweety purchased a box of chocolates. She ate 1 chocolate on the first day, 3 on the second day, 6 on the third day, 10 on the fourth day and so on. Finally, she finished all the chocolates in exactly 20 days. How many chocolates were there in the box?  
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Question for Practice Questions Level 2: Progressions, Sequences & Series - 1
Try yourself:The sums of odd and even numbered terms of an infinite GP are in the ratio of 3 : 2. What is the common ratio (r)?
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Question for Practice Questions Level 2: Progressions, Sequences & Series - 1
Try yourself:If log3 2, log3 (2x - 5) and log3 (2x - 7/2) are in arithmetic progression, then the value of x is equal to  
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Question for Practice Questions Level 2: Progressions, Sequences & Series - 1
Try yourself:Progressions, Sequences & Series Questions for CAT with Answers PDF up to 50 terms is equal to
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Question for Practice Questions Level 2: Progressions, Sequences & Series - 1
Try yourself:Progressions, Sequences & Series Questions for CAT with Answers PDF
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