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RRB NTPC Previous Year Paper (Allahabad) - 2013 - RRB Group D / RPF Constable MCQ


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30 Questions MCQ Test RRB ALP & Technician Exam (Group C) Mock Tests 2025 - RRB NTPC Previous Year Paper (Allahabad) - 2013

RRB NTPC Previous Year Paper (Allahabad) - 2013 for RRB Group D / RPF Constable 2024 is part of RRB ALP & Technician Exam (Group C) Mock Tests 2025 preparation. The RRB NTPC Previous Year Paper (Allahabad) - 2013 questions and answers have been prepared according to the RRB Group D / RPF Constable exam syllabus.The RRB NTPC Previous Year Paper (Allahabad) - 2013 MCQs are made for RRB Group D / RPF Constable 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for RRB NTPC Previous Year Paper (Allahabad) - 2013 below.
Solutions of RRB NTPC Previous Year Paper (Allahabad) - 2013 questions in English are available as part of our RRB ALP & Technician Exam (Group C) Mock Tests 2025 for RRB Group D / RPF Constable & RRB NTPC Previous Year Paper (Allahabad) - 2013 solutions in Hindi for RRB ALP & Technician Exam (Group C) Mock Tests 2025 course. Download more important topics, notes, lectures and mock test series for RRB Group D / RPF Constable Exam by signing up for free. Attempt RRB NTPC Previous Year Paper (Allahabad) - 2013 | 100 questions in 90 minutes | Mock test for RRB Group D / RPF Constable preparation | Free important questions MCQ to study RRB ALP & Technician Exam (Group C) Mock Tests 2025 for RRB Group D / RPF Constable Exam | Download free PDF with solutions
RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 1

22 boys are standing in front of Kunal in a queue. 12 boys are standing to the back of Rohit in the same queue. If total number of boys is 30 then the number of boys standing in between Kunal and Rohit is

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 1

22 boys are standing in front of Kunal in a Queue 12 boys are standing to the back of Rohit
Total boys = 30.
So, rank of Kunal in the queue is 22+1 = 23
Rank of Rohit in the queue is 30 - 12 = 18
Hence, the number of boys between Rohit and Kunal in the queue is 23 - 18 - 1 = 4

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 2

In the following sequence of alphabets
a a b a b a a b a b a a a b b a b a b b a a a a

The number of a’s in between 7th a from left and 7th a from right is

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 2

There is only one a between the 7th 'a' from the left and 7 th 'a' from the right.

a a b a b a a b a b a a a b b a b a b b a a a a

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RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 3

If A stands for ‘+’, B stands for ‘-’, C stands for ‘x’ and D for ‘÷' then

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 3

If A stands for ‘+’, B stands for ‘-’, C stands for ‘x’ and D for ‘÷' then

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 4

If 1st July, 1977 was a Friday then 1st July 1970 was a

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 4

There are 7 years between the two except two of them are leap years.

In a normal year, there are 365 days. 365 when divided by 7 leaves a reminder of 1. So, 1 July of a year and 1 July of the previous year are one weekday apart. If it is a leap year, 1 July of a year and 1 July of a previous year are separated by 2 weekdays. So, If July 1, 1977 was a Friday, 1st july 1976 is a Thursday and 1st july 1975-tuesday 1st july 1974-monday 1st july 1973-sunday 1st july 1972-saturday 1st july 1971-thrusday 1st july 1970- wednesday

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 5

If “A+B’ stands for ‘A is the father of B’. ‘A-B’ stands for ‘A is the wife of B’ and ‘A ÷  B’ stands for ‘A is the sister of B’ then ‘P+Q ÷ R’ means

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 5

The given equation means P is the father of Q and Q is the sister of R. So, P maybe the father of R.

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 6

In a certain code language 278 means ‘run very fast’ 853 means ‘come back fast’ and '376' means 'run and come' then 'back' may be represented by the digit

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 6

In 278 and 853, 8 and fast are common.

In 853 and 376, 3 and come are common

So, back is represented by 5 in 853.

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 7

If X is a player then X must be stout.This statement can be deduced from

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 7

The conclusion can be drawn from "none but stout men are players" since it implies that all players have to be stout.

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 8

Find the odd one out.

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 8

Campaign is generally related to a military manoeuvre. Others are unrelated to military.

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 9

Natural:Artificial:Spontaneous: ?

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 9

The opposite of Natural is artificial. The opposite of spontaneous is calculated.

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 10

The sum of all the natural numbers between 301 and 501 (including 301 and 501) which are divisible by 7 is

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 10

301 is divisible by 7 (43 times)

497 is also divisible by 7 (71 times)

So, the required sum is

7 ( 43 + 44 + .... + 71)

= 7 x (sum of numbers upto 71 - sum of numbers upto 42) = 7 * [(71x 72/2)-(42 x 43/2)]

= 11571

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 11

5 pencils and 4 erasers cost Rs 13 whereas 9 pencils and 5 erasers cost Rs 19 Then the price of 6 pencils and 3 erasers is

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 11

5p + 4e = 13

9p + 5e = 19

solving for p, we get p = 1

e = 2

So, 6 pencils and 3 erasers cost

6 x 1 + 3 x 2 = 12

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 12

Let a1, a2.........abe arbitrary different positive integers taking one value at a time from 1,2,........7. The number (a1-1) (a2-2)......(a-7)

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 12

If a1, a2.........aare different positive integers taking one value at a time from 1,2,........7. The number (a1-1) (a2-2)......(a-7) will always be zero as one of the numbers will be equal to 1, 2, 3.... 7.

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 13

Consider the natural numbers 88935. Then the least natural number by which we can divide or multiply the number to make it a square number is

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 13

88935 can be written as 5929 x 15

5929 is the square of 77

So, the answer is 15

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 14

There is a path 1 m wide outside a rectangular field of 16 m length and 11m breadth then the total area of the path is

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 14

The area of the bigger rectangle is 18 x 13

The are of the smaller rectangle is 16 x 11

The required value is 18 x 13 - 16 x 11 = 58 sq.m

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 15

A two digit is such that when it is divided by the largest single digit prime number leaves remainder 4.If the difference of the two digit is 4 then the number is

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 15

If the difference between the digits has to be 4, only 73 and 95 qualify. Of these 73 leaves a remainder of 3 and not 4 when divided by 7. So, the answer is 95.

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 16

A train runs at the speed of 72 Km per hour The distance between any two stations is 42 km and the train stops at each stations for 5 minutes. Then the time taken by train to go 350 km is

Detailed Solution for RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 16

Number of stations in 350 kilometers = 350/ 42 = 50/6 = 8 stations.

Time stopped at stations = 8 x 5 = 2/3 hrs

Time taken for travel = 350/72 + 2/3 = 5 hours 31 minutes 40 seconds

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 17

The Parliament consists of the

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 18

Ribosome’s main activity is

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 19

Synovial fluid is found in the

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 20

The donor of AB blood group can donate to recipient of blood group

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 21

Filariasis is a disease caused by

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 22

Lack of vitamin B complex causes

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 23

Leukaemia is a form of

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 24

The National calendar based on the Saka era began on

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 25

Udayagiri rock-cut-caves are located in

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 26

Li Keiqiang is the

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 27

Abel Prize is given for major contribution in

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 28

The King’s Speech is

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 29

The International Monetary Fund is located in

RRB NTPC Previous Year Paper (Allahabad) - 2013 - Question 30

Michael Phelps the Olympic Swimmer has secured_____Olympic swimming medals.

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