# Ap and gp questions and answers pdf

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- JEE Advanced Arithmetic and Geometric Progressions Important Questions
- Important Formulas - Sequence and Series
- AP GP Questions for SSC CGL
- Top 30 Questions on Arithmetic And Geometric Progression For SSC CGL TIER 2 : Free PDFs (SOLUTIONS)

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## JEE Advanced Arithmetic and Geometric Progressions Important Questions

Most of the logically puzzled questions asked from Sequences and Progressions. The aptitude questions on progressions will be direct type of progression format or any other type of sequences.

This article explain in detail different types of sequence and series along with important concepts, formulas and tricks to solve the aptitude problems easily. The first and important logical responsibility from the student's end is to identify the nature of the sequences which is directly or indirectly given in the questions.

With your logical reasoning skill and by practice you can crack the first half of this requirement. Then things are remaining with application of results and mere calculation.

In each and every placement test and competitive exam, you can expect one or two questions from Sequences and Progressions. If there is finite number of terms in a sequence, then it is called a 'finite sequence'.

If there is infinite number of terms then the sequence is called an infinite sequence. Eg: 1, 2, 3, 4, Special types of sequences are called progressions. Progressions are mainly classified in to three.

The terms of an AP is successively increase or decrease by a constant value and this constant value of difference is called the 'common difference' of the AP, denoted as 'd'.

Two quantities 'a' and 'b' are given. If we have to insert 'n' quantities A 1 , A 2 , A 3 , Two numbers have a sum of. A certain number of Arithmetic Means are being inserted between them and the sum of these newly inserted AM's is 3 more than the number of AM's. How many AM's inserted? A sequence of non-zero numbers a 1 , a 2 , a 3 , If the common ratio of an infinite GP is lie in between -1 and 1, ie.

Got a tip or Question? Let us know. About us Contact us. You are here: Home. Careers Jobs. Aptitude Questions, Test Formulas and Tricks. Let A1, A2, A3, There are 54 new AM's inserted. New Articles. Popular Articles. Popular Videos. Quadratic Equations - Aptitude Tricks.

## Important Formulas - Sequence and Series

Mathematics Educators Stack Exchange is a question and answer site for those involved in the field of teaching mathematics. It only takes a minute to sign up. In this part of the course I am just trying to show that we actually see alot of sequences and series everyday in our daily life. I already found some examples such as the housenumbers when you drive down a street, the number of people you reach in those 'chain mails', the value of your block in the game , I am still looking for some fun, every day sequences or series that without much context give an idea of what those sequences are. I tutored a student who came with a kind of problem I had never seen before and found quite refreshing.

find the sum to infinity of a geometric series with common ratio |r| < 1. An arithmetic progression, or AP, is a sequence where each new term after the first is (b) Find the 10th and 20th terms of the GP with first term 3 and common ratio 2.

## AP GP Questions for SSC CGL

D None of these done clear. A 1 : 2 done clear. B 2 : 1 done clear. C 1 : 3 done clear. D 3 : 1 done clear.

The domain is a subset of the integers. Assume that n begins with 1. Arithmetic Sequence Quick Check. In this case, a the first term is 3, and r the change is 2.

Most of the logically puzzled questions asked from Sequences and Progressions. The aptitude questions on progressions will be direct type of progression format or any other type of sequences. This article explain in detail different types of sequence and series along with important concepts, formulas and tricks to solve the aptitude problems easily.

### Top 30 Questions on Arithmetic And Geometric Progression For SSC CGL TIER 2 : Free PDFs (SOLUTIONS)

Progressions or Sequences and Series are numbers arranged in a particular order such that they form a predictable order. By predictable order, we mean that given some numbers, we can find next numbers in the series. A sequence of numbers is called an arithmetic progression if the difference between any two consecutive terms is always same. In simple terms, it means that next number in the series is calculated by adding a fixed number to the previous number in the series. This fixed number is called the common difference.

In JEE Main, JEE Advanced and other engineering entrances exams it is important for the candidate to remember all the important series and progressions. Thus, it is recommended that a serious candidate has a clear understanding of sequences and series. Arithmetic Progression AP is defined as a series in which a difference between any two consecutive terms is constant throughout the series.