Multiples and Factors Aptitude Questions
Multiples and Factors Aptitude Questions for Government Exams bring together published practice from government recruitment papers across different exam bodies. Work through the set at your own pace, revise concepts as needed and open any question to view its complete solution.
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Showing 1–20 of 24Multiples and Factors Aptitude Questions for Competitive Exams
Q1Which of the following statement is incorrect?Q2Two numbers x and y ( x < y ), lying between 2 & 20 are multiples of 3 and 5 respectively and their sum is equal to 24. Find the value of the expression ' x² + y² - xy - 1 '.Q3Which one of the following is a perfect number?Q4If third multiple of 584 is divided by second multiple of 146 and the resultant obtained is multiplied by itself, then we get.Q5Find number of prime factors of number N = 25¹⁶ × 15¹⁷ × 12¹⁸ .Q6If N = 3¹⁰ + 3¹¹ + 3¹² + 3¹³, then how many positive factors does N have ?Q7If N = 3¹⁰ + 3¹¹ + 3¹² + 3¹³, then how many positive factors does N have ?Q8How many three-digit numbers can be expressed as an integral power of 2?Q9How many times does 5 appear in all two-digit positive integers?Q10The sum of the prime factors of 84 is:Practice Free →Q11Find the product of the common prime factors of the numbers 1950, 1560 and 2340.Q12Which of the following numbers DOES NOT have exactly four distinct positive divisors?Q13Three positive integers a, b, and c satisfy the following conditions: (i) a and b are coprime, (ii) b and c are coprime, (iii) a and c are not coprime, (iv) abc = 360. The minimum possible value of a + b + c is:Q14Which of the following pairs of numbers is co-prime? A) (15, 25) B) (14, 35) C) (9, 28) D) (21, 49)Q15What is the total number of factors of 3600?Q16What is the total number of positive factors of 200?Q17What is the total number of positive factors of 180?Q18How many factors of the number 84 are odd numbers?Q19How many numbers are there from 1 to 102 which are multiples of 5?Q20Which of the following is the least number by which 1650 should be multiplied in order to produce a multiple of 1450?
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Binary Number SystemCo-prime NumbersComposite NumbersCube and Cube RootCyclicityDifferent Types of Remainder ProblemsDivisibility Rule of 11Divisibility Rule of 12
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Divisibility Rule of 15Divisibility Rule of 18Divisibility Rule of 2Divisibility Rule of 3Divisibility Rule of 4Divisibility Rule of 6Divisibility Rule of 8Divisibility Rule of 9Divisibility RulesEuclidean AlgorithmEuler's TheoremEven and Odd NumbersEven FactorsFactorialFactors and MultiplesFermat's TheoremHCFHCF and LCMHCF by Prime FactorizationHighest Power in FactorialIntegersLCMLCM by Prime FactorizationNatural NumbersNumber of FactorsNumber SystemOdd FactorsPlace Value and Face ValuePrime FactorsPrime NumbersRational and Irrational NumbersReal NumbersRemainderRemainder TheoremSquare and Square RootSum of FactorsTrailing Zeros in FactorialTypes of NumbersUnit DigitWhole Numbers
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