**Number Series Questions PDF Download** for Competitive Exams *2020* like a Bank, SSC, Insurance, Railway exams, number series questions and answers PDF Download Now

**Number Series Questions PDF Download**

**Dear Aspirants,**

**Number Series Questions PDF**: Number Series is the Important Chapter Asked in **Quantitative Aptitude Section**. The Questions under this topic are usually asked for **5 Marks**.

**What is Number Series**

The arrangement of numbers in a certain order, and in which some numbers are placed wrongly in the *series *and some numbers are missing is known as a **“Number Series”.**

Based on computing the **Addition **and **Subtraction** of the numbers, applicants need to watch and find the correct number to the series of numbers.

**Basics to Solve Number Series Questions**

A **number series** is only a sequence of numbers masterminded in some logical manner. This point essentially comprises a lot of numbers associated with a particular pattern and you have to recognize the pattern and answer the missing number or you Kight be Approached to distinguish the number that doesn’t fit the pattern.

To Solve ** Number Series Question** Quickly You Must Learn Squares of Numbers up to 30 & Cubes up to 20. Different Type of

*Number Series*Asked in Competitive Exam Like Some Questions are Based in

*Addition and Subtraction*While Some are Based on

*Multiplication*and

*Division Method*

**Number Series Questions PDF (Overview)**

Useful For | Bank| Insurance| SSC| DRDO| Railway & other Competitive Exams |

Total No of Questions | 1000 |

Format Type | |

Language | Quant in English |

**Types of Number Series Questions Asked In Competitive Exams**

**Based on subtraction and addition**

In series 3, 8, 13, 18, 23, 28 we can see that it is an increasing series and the rate of increase is 8-3 = 5.

In the series 14, 12, 10, 8, 6 we can see that it is a decreasing series and the rate of decrease is 14-12 = 2

**Based on division and multiplication**In

**series 3, 6, 12, 24, 48, we can see that it is an increasing series and the series is increasing by the multiple of 2.**

In the series 100, 50, 25, 5, 1 we can see that it is a decreasing series and the series is decreasing as the terms are divided by 5.

**Based on square and cube**

In series 4, 9, 25, 49, 121, 169, we can see that it is an increasing series. The series is the Square of the consecutive prime numbers from 2 to 13.

In the series 64, 216, 512, 1000, 1728, 2744, we can see that it is an increasing series. The series is the cube of the consecutive Composite numbers from 4 to 14

**Based on Alternating Series**

In series 3, 9, 5, 15, 11, 33, 29 we can see that it is Alternating series. Every Alternate term forms a part of the series, we can see that it is an Alternating series.(3**3=9), (9-4=5), (5**3=15), (15-4=11) (11**3=33) (33-4=29) so next term is (29**3=87)

**Benefits of Solving This 1000 Number Series Questions**

- Weak in Number Series Concept? for now, you can have read this article and understand the Basic Concepts.

- In the below, we have provided the Number Series Questions PDF Notes. Therefore, we provide you the best way to solving Problems even in critical situations.

- Aspirants, before attempting any competitive exams like Bank, Insurance, SSC, Railway, Entrance exams, you should take more practice on Number Series Questions to solve the problems in a simple way.

- Note down the tips and tricks included in the content.

- It may use for your time solving the Questions. What we learn essential is not enough.

- So, you need to think practically, to get perfection in the concept.

- Now it’s time to compete for the Competitive exams. So, candidates are suggested to prepare for the Number Series Questions PDF entitled below.

**Short cut Tricks to Solve Number Series Questions**

Some Tricks & Tips which may be helpful to solve Number Series Questions

**Step 1:** Check the Difference of Given Numbers**Step 2:** If step 1 doesn’t work, then examine the difference of difference. If it also does not work, try to find is there any division or multiplication relationship between numbers?**Step 3:** If a difference is clearly increasing or decreasing, then you can guess that it may be due to the Multiplication or Division pattern of series.**Step 4:** If none of the above steps works, then try to use the elimination method, which may help you in eliminating 2 to 3 options

**(Sample Questions) ****Number Series**

**Number Series**

Students must know that **Number Series** is one of the easy and Scoring topics in the Quantitative Aptitude section for All Competitive Exams and more practice will help them score more and solve them within a short period of time.

Given below a few Previous Year Questions for the reference of candidates and to help them prepare for the upcoming Competitive Examinations.

**Directions (1 to 3): For the given Number Series, find what will come in place of the question mark (?)**

**1) 5, 8, 6, 9, 7, 10, …?**

A. 7

B. 8

C. 12

D. 13**Answer: Option B**

**Explanation:**

This is a simple alternating addition and subtraction series. In the first pattern, 3 is added; in the second, 2 is subtracted.

**2) 30 27 5 23 20 5 16**

A. 13 5

B. 10 7

C. 11 8

D. 5 10

E. 10 5**Answer: Option A**

**Explanation:**

This is an alternating subtraction series with the interpolation of a random number, 5, as every third number. In the subtraction series, 3 is subtracted, then 4, then 3, and so on.

**3) 8 4 4 8 32 ?**

A.354

B.384

C.294

D.182

E.256**Answer: Option D**

**Explanation :**

6 * 0.5 = 3

3 * 1 = 3

3 * 2 = 6

6 * 4 = 24

24 * 8 = 182

**Download Number Series Questions PDF**

Dear Candidates, Competitive examination is approaching very shortly, Here we have given the list of Expected Number Series Questions PDF. Candidates who are preparing for the Competitive examination can make use of it.

**So, we hope that with lots of practice, these steps can help the Aspirants during their Competitive exam preparation to build the Knowledge that is required to solve number series problems during the Competitive exams.**

*Stay tuned with DreamBigInstitution.com for more updates.*