Tips solve Bank Clerical Exam Questions

Can you give me some good Tips solve Bank Clerical Exam Questions??? Also suggest me the names of some good books……….

[Arun Vats]

To crack the Bank Clerical Examination you should start your preparation as earlier as you can do. Here are some tips which will help you in cracking the exam:

Revise your basic grammar skills by referring to Grammar Book
Prepare for Data Analysis and Interpretation by practicing calculations and increasing your speed
Study from a recent general knowledge book
Practice various types of puzzles and analogies to prepare
Practice as many sample papers, model papers and previous year papers as possible.

Tips solve Bank Clerical Exam Questions
Skip Difficult Questions
Divide Time between different sections
Clearly decided the sequence in which you would like to attempt the paper

Here are some good books:



State Bank of India Clerical Cadre Recruitment Exam 2014 : 20 Practice Sets (English) 4th Edition (Paperback) by Arihant Experts



Marketing Aptitude / Computer Aptitude / General & Banking Awareness for SBI Bank Clerk & PO Exams (English) 1st Edition (Paperback) by Disha Experts



Complete Study Package for SBI (Clerk Grade Examination) (English) 1st Edition (Paperback) by Sanjeev Joon

Will you give me tricks to solve aptitude question of the Bank Clerical Exam, as I am looking for the short cuts for solving the aptitude problems of the bank exam paper ?

[Arun Vats]

Hey, I am here telling you tricks for solving the aptitude problems of the bank exam paper.

Aptitude questions of the bank exam includes the questions from the topics as :
Time and Work
Time and Distance
Probability
Alligation and mixtures
Age problems
HCF and LCM
Profit and loss
Partnership
Permutation and combination
Ratio and proportions
Data sufficiency
Multiplication Tricks
Squaring technique
Data interpretation
Syllogism
Quantitative Aptitude Study Guide


Some important tricks to solve L.C.M. and H.C.F. problems:


1) Product of two numbers = Their h.c.f. * Their l.c.m.

2) h.c.f. of given numbers always divides their l.c.m.

3) h.c.f. of given fractions = h.c.f. of numerator
l.c.m. of denominator

4) l.c.m. of given fractions = l.c.m. of numerator
h.c.f. of denominator

5) If d is the h.c.f. of two positive integer a and b, then there exist unique integer m and n, such that
d = am + bn

6) If p is prime and a,b are any integer then P ,This implies P or P
ab a b

7) h.c.f. of a given number always divides its l.c.m.


Most important points about l.c.m. and h.c.f. problems :

1) Largest number which divides x,y,z to leave same remainder = h.c.f. of y-x, z-y, z-x.

2) Largest number which divides x,y,z to leave remainder R (i.e. same) = h.c.f of x-R, y-R, z-R.

3) Largest number which divides x,y,z to leave same remainder a,b,c = h.c.f. of x-a, y-b, z-c.

4) Least number which when divided by x,y,z and leaves a remainder R in each case = ( l.c.m. of x,y,z) + R

HCF and LCM questions:

Problem 1: Least number which when divided by 35,45,55 and leaves remainder 18,28,38; is?
Solution: i) In this case we will evaluate l.c.m.
ii) Here the difference between every divisor and remainder is same i.e. 17.
Therefore, required number = l.c.m. of (35,45,55)-17 = (3465-17)= 3448.

Problem 2: Least number which when divided by 5,6,7,8 and leaves remainder 3, but when divided by 9, leaves no remainder?
Solution: l.c.m. of 5,6,7,8 = 840
Required number = 840 k + 3
Least value of k for which (840 k + 3) is divided by 9 is 2
Therefore, required number = 840*2 + 3
= 1683

Problem 3: Greater number of 4 digits which is divisible by each one of 12,18,21 and 28 is?
Solution: l.c.m. of 12,18,21,28 = 254
Therefore, required number must be divisible by 254.
Greatest four digit number = 9999
On dividing 9999 by 252, remainder = 171
Therefore, 9999-171 = 9828.