TRICKS TO SOLVE REASONING QUESTIONS
TRICKS TO SOLVE
REASONING QUESTIONS
This topic covers
all the topic of reasoning. The content covers the theory part in detail
describing all the techniques, shortcuts, logical reasoning tricks for bank
exams. This the most important part of all competitive exams. Because all the
organization wants to check the thinking pattern of its future employees. All
candidates are expected to have broad mind having an ability to think deeply
and logically. Here are some logical reasoning strategies to solve the question
of different types.
In alphabetical or
miscellaneous series first
is to check left end and right end, you can break series in five – five pairs,
all the condition are based on left and right end situations. Number all the
alphabetical in question and find out the order.
In coding-decoding, there are three types of coding,
letter, number, substitution coding. Candidates have to find out the logic that
codes a particular message to read the message. In this first take the given
pair, write all positions, find out relationships between the letter of both
the pair. The relation may be forward or backward.
In blood relation, there can be many types but we
have to relate all the given relation one by one. A method is known a family
tree is used to solve, it is a flow chart method to represent all the family
relations. Relation of a mother are maternal, where as of father are paternal,
and spouse side relation is “in – law”.
In direction and
distances,
you need to identify all the directions, four directions are important, east
north west and south and four are additional directions east-north, southeast,
southwest, northwest. You need to follow the direction as says question only.
In order and ranking, find the total number of persons,
positions from another side, the number of persons in between, the minimum and
maximum number in a row, the number of people either side of a particular
person.
Sitting arrangement involves the question of the
person sitting, facing center or facing outside of the center. Sitting
arrangement can be in circular form, rectangular form, square form, or row or
column. There will be simple English sentences you have to identify placing and
direction.
Puzzles are problems intentionally
designed to stimulate the brain into devising solution. The candidate is to
analyze the given information, convert it into a suitable form and answer the
question asked. Types of the puzzle are classification, comparison,
sequential, selection, family, jumbled puzzle.
Data sufficiency, in this we do not have to find
the answers rather we have to analyze the given data and decide whether the
given data is sufficient to find an answer or not.
The statement, There are three types of
questions two statement type, three statement type, and redundant type. You
will be given a question there are different conditions and after analyzing you
just have to find whether the statement is true.
In the syllogism , a question can have lots
of diagrams which mean we can draw several figures by a statement but we have
to draw the easiest figure first because it will enable us to solve the
question in minimum time. We have four types of question in which:
All a are b.
Some a are b.
No a are b.
Some a are not b.
Some a are b.
No a are b.
Some a are not b.
You will
be given statements, from which you need to draw diagrams with easiest one. In
answers, you will give conclusions if your conclusions are satisfying your
statements then choose the right answer.
Logical
reasoning problems with math
Logical
problems are not only with reasoning but also with math. According to the exam
point of view, math is the well structured and very important topic because for
any job analytical intelligence is very important.
Quantitative
aptitude is a subject which can help candidate score high. By using tricks,
some lengthy and tricky question can be replaced by some simple and direct
solutions. Check complete IBPS
Quantitative aptitude syllabus topics here.
These some
tricks motivate and encourage the candidate to have better grasping power as
the key factor in tackling all the competition exam rather than having a deeper
knowledge of mathematics, it is the way to crack the problems quickly and
accurately.
Although
in math there is a formula for every type of questions but some topic need
logically thinking to apply this formula in correct place.
logical
reasoning problems examples
Here we
are discussing logical reasoning question and answer.
·
Que1. 12653218965321231 how many one’s are
there in the above arrangement each of which is followed by 2.
Ans. After one, there is only two-time 2 occur, so the answer will 2.
·
Que 2. if CHAIR is coded as XSZRI and
ABOVE are coded as ZYLEV. how EVERY written in that code?
Ans. Here C H A I R have 3 8 1 9 18 numbering, and A B O V E have 1 2 15 21 5 and their corresponding coding is also in the same numbering then E V E R Y is in 5 22 5 18 25 so and will be in same order that is V E V I B.
·
Que 3. All the six members of a family
a b c d e and f are traveling together. b is the son of c but c is not the
mother of b. a and c are a married couple. e Is the brother of c. d is the
daughter of a. f is a sister of b. – how many children does c have?
Ans. 3
Ans. 3
·
Question 4. shyam travels 7 km. towards
north then he turn to his right and walks 3 km. he again turns to his right and
moves 7km forward. Now in which direction is he from his starting
point 1.north 2.south 3.east 4. west 5. none of
these
Ans. East
Ans. East
Logical maths problems are here.
·
Que1. find out next number?
121, 144, 169, 196,?
Ans. 225
Ans. 225
1348, 1338, 1318,
1288, 1248, ?
Ans. 1198
Ans. 1198
·
Que 2. a person purchased an article of
rs. 80 and sold it for 100. find his % profit?
Ans. Cost price of article= 80 , Sold price is
= 100 , Profit= sp- cp=100-80=20
% profit= profit*100 Cp = 20/80*100 =%p=25%
% profit= profit*100 Cp = 20/80*100 =%p=25%
·
Question 3. if a man a complete a work
in 10 days and b complete the same work in 15 days in how many days the work is
completed if they work together?
Ans. A does 10 days, b does 15 days then
LCM of 10 and 15 is 30 that is total work
Then a take 30/10=3 unit of work
B take 30 / 15= 2 unit of work
Now days= 30/ (3+2)= 6
·
Question
4. the ratio of a present of a and is 2:3 the present age of
a is 20 years find the age of b after 5 years?
Ans. Let the age of a is 2x and the
age of b is 3x. 2x=20 , X=10
Then present age of b is 3 * x= 3*10=30 years
After 5 years, age of b = 30+5= 35 years
Then present age of b is 3 * x= 3*10=30 years
After 5 years, age of b = 30+5= 35 years
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