IBPS Quantitative Aptitude – Number & Systems level 3 Online Mock Test 1

IBPS Exam Quantitative Aptitude Practice Test Number Systems level 3: IBPS The institute of banking personnel selection going to release and released a notification for the various exams such as IBPS SO 2017 Specialist Officer IBPS PO 2017 IBPS CLerk 2017 and IBPS RRB 2017 to recruit dynamic candidates for participating banks in the IBPS exam. A huge number of candidates participating in the IBPS exams every year. The IBPS exam will be in two parts CWE for Preliminary Prelims & Mains and Interview.

The candidates who are preparing for the IBPS examination they have cover each and every topic and they have do mock test every day to clear the Prelims and mains examination. Here is the article regarding the Quantitative Aptitude. Quantitative Aptitude is one of the important topic for all the IBPS PO IBPS SO IBPS Clerk and IBPS RRB. It covers more than 40 to 50 marks in the examination.

Free Online IBPS Quantitative Aptitude mock test 1 Difficult Level 3

The maximum questions will be asked from the Quantitative Aptitude Numerical Ability so candidates have to prepare well to crack IBPS exam. Here is article regarding the Quantitative Aptitude Numerical Ability Number Systems free IBPS Mock Test online.

Candidates who are keen to attempt the IBPS mock test can do here it self below. It covers Number system, logical problems number, short cut process, GCD HCF, LCM, Divisibility, Number of Zeroes in an expression, The remainder theorem, Using Negative Remainders, Base systems and Difficulty Level 1 Level 2 Level 3. Candidates can also check the IBPS Quantitative Aptitude mock test question and answers with hints solutions short cuts and IBPS Quantitative Aptitude tricks here. Check IBPS Quantitative Aptitude syllabus 2017-18 for PO SO Clerk and RRB

Candidates can also check Quantitative aptitude Mock Test Syllabus books question and answers pdf analysis for ibps PO SO Clerk and RRB

IPBS EXAM online Mock Test 1 Quantitative aptitude

1. How many times would 1 be used while writing all the natural numbers from 8 to 127 in the Binary numbers system?


2. If the fourth power of the Product of the digits of the number mnp is not divided by 5, what is the number of the factor s of the nine-digit number, mnpmnpmnp?


3. What tow-digit number is less than the sum of the square of its digits by 11 and exceeds their doubled product by 5?


4. Find the lower of the two successive natural numbers if the square of the sum of those numbers exceeds the sum of their squares by 112


5. First we increased the denominator of a positive fraction by 3 and then we decreased it by 5. The sum of the resulting fractions proves to be equal to 19/42. Find the denominator of the fraction if its numerator is 2.


6. Find the last two digits of: 15x37x63x51x97x17


7. Let us consider a fraction whose denominator is smaller than the square of the numerator by unity. If we add 2 to the numerator and the denominator, the fraction will exceed 1/3. If we subtract 3 from the numerator and the denominator, the fraction will be positive but smaller than 1/10. find the Value


8. Find the sum of all three-digit numbers that give a remainder of 4 when they are divided by 5.


9. find the sum of all two-digit numbers that give a remainder of 3 when they are divided by 7.


10. Find the sum of all odd three-digit numbers that are divisible by 5.


11. The last two-digits in the multiplication 122 x 123 x 125 x 127 x 129 will be


12. The last three-digits of the multiplication 12345 x 54321 will be


13. Find the number x such that the sum of that number its square is the least.


14. Twenty five sets of problem on Data interpretation-one each for the DI sections of 25 CATALYST tests were prepared by the AMS research team. The DI section of each CATALYST contained 50 question of which exactly 35 questions were unique, i.e they had not been used in the DI section of any of the other 24 CATALYSTs. What could be the maximum possible number of question prepared for the DI sections of all the 25 CATALYSTs put together?


15. Find the GCD of the numbers 2n + 13 and n + 7.


16. If we divide the unknown two-digit number by the number consisting of the same digits written in the reverse order, we get 4 as a quotient and 3 as a remainder. If we divide the required number by the sum of its digits, we get 8 as a quotient and 7 as a remainder. find the number.


17. The product of a two-digit number by a number consisting of the same digits written in the reverse order is equal to 2430. find the lower number


18. How many pairs of natural number are there the difference of whose squares is 45?


19. N=202x20002x200000002x20000000000000002x200000000….2 (31 zeros) The sum of digits in this multiplications will be:


20. If x is a number of five-digits which when divided by 8, 12, 15 and 20 leaves respectively 5, 9, 12 and 17 as remainders, then find x such that it is the lowest such number.


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