Geometric Progression
A geometric series is a mathematical progression in which each term is obtained by multiplying the preceding term by a constant, or the common ratio. A geometric series is, in other words, a set of integers where any two successive terms have a fixed ratio.
For Example:
1, 4, 16, 64, 256,…………….,
Aptitude Odd Man Out and Series
Odd Man Out and Series topic is one of the easiest topics in the Logical reasoning section. Majorly Number system, Arithmetic Progression, Geometric progression, squares, square root, cubes, cubes and binomial theorem are used. It’s crucial to properly understand the Odd Man Out and Series idea in order to master it. This entails understanding how to recognize the object that stands out from the others in Odd Man Out questions and how to locate the subsequent object in a particular sequence in Series questions.
The following article covers a lot of questions on aptitude tests to aid in the improvement of your conceptual comprehension. Creating a methodical way to answering these questions is also beneficial. This could entail examining the distinctions between the things or seeking for patterns or commonalities in the objects.
To ace this topic one needs to have a basic understanding of Series, A.P, G.P, and so on.
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