Number Series Reasoning Best Short Cut Tricks Jeet Competitive This math video tutorial on number series reasoning tricks and shortcuts has more advanced problems and examples compared to my previous video:final exams an. Here a = 1 (first term of the series) r = 2 (a standard number that is multiplied with the consecutive number of the series) hence we get: 1. 1 x 2. 1 x 2 2. 1 x 2 3, ….) tips and tricks and shortcuts – mixed series. in such series, while calculating the difference, there can be two steps involved in getting the next consecutive number of.
Number Series Part 2 Reasoning Tricks Number Series Tricks Series number sequence concepts & tricks. practice questions level 01. series number sequence solved examples. practice questions level 02. arithmetic series: it consists of a series in which the next term is obtained by adding subtracting a constant number to its previous term. example: 4, 9, 14, 19, 24, 29, 34 in which the number to be added. Now that the number series reasoning basics are covered, let us see below the various types of number series reasoning questions that may come in your competitive exams: 1. addition number series: in this type of number series reasoning, specific numbers based on some pattern are added to get the next number. 2. C) 625. d) 441. solution: if we check the series we can see that the difference between first, third, fifth, seventh, ninth term is increasing by 1. lets see 5 3=2, 8 5=3, 12 8=4, and 17 12=5. now to solve this type of problem you have to remember the square and cube of numbers. Number series refer to a sequence of numbers that follow a specific pattern, rule, or relationship. these series can involve arithmetic progressions, geometric progressions, or other mathematical patterns. the goal is to analyze the given series, identify the underlying pattern or rule, and predict the next number in the sequence. number series.
Number Series Reasoning Tricks The Easy Way Number Sequence C) 625. d) 441. solution: if we check the series we can see that the difference between first, third, fifth, seventh, ninth term is increasing by 1. lets see 5 3=2, 8 5=3, 12 8=4, and 17 12=5. now to solve this type of problem you have to remember the square and cube of numbers. Number series refer to a sequence of numbers that follow a specific pattern, rule, or relationship. these series can involve arithmetic progressions, geometric progressions, or other mathematical patterns. the goal is to analyze the given series, identify the underlying pattern or rule, and predict the next number in the sequence. number series. Learn how to solve number series reasoning problems with easy tricks and tips. watch this video and improve your logical and analytical skills. So, the answer of the following series will be 16 x 2 = 32. answer is 32. this is another type of number series. here in this series we need to find the wrong number present in the series. it means we need to find the number which is not following the rule of the series. for example: 24, 31, 38, 47, 52, 59.
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