HCF and LCM – Railway Maths Part ⅥTotal Questions: 501. The HCF of two numbers is 20 and their LCM is 400. If one of the numbers is 80, then the other number is: [RRB NTPC 15/02/2021 (Morning)](a) 150(b) 120(c) 100(d) 80Correct Answer: (c) 1002. Calculate the least perfect square, which is exactly divisible by each of 2, 5, 7, 8 and 10 [RRB NTPC 15/02/2021 (Evening)](a) 19000 (b) 18600(c) 19200(d) 19600Correct Answer: (d) 196003. Calculate the greatest possible length which can be used to measure exactly the length 220cm, 260cm and 300cm. [RRB NTPC 15/02/2021 (Evening)](a) 20 cm(b) 15 cm(c) 10 cm(d) 25 cmCorrect Answer: (a) 20 cm4. Find the least number which when divided by 5 leaves no remainder, when divided by 4 leaves a remainder of 1 but when divided by 6 or 7 leaves a remainder of 5. [RRB NTPC 15/02/2021 (Evening)](a) 400(b) 450(c) 425(d) 430Correct Answer: (c) 4255. The sum of two numbers is 60, and their difference is 1 / 6 of their sum. Their LCM is: [RRB NTPC 16/02/2021 (Morning)](a) 175(b) 100(c) 200 (d) 150Correct Answer: (a) 1756. A pendulum strikes 2 times in 3 sec, and another pendulum strikes 5 times in 7 sec. If both pendulums start striking at the same time, how many simultaneous strikes will take place in 1 min? [RRB NTPC 16/02/2021 (Evening)](a) 4(b) 2(c) 5(d) 3Correct Answer: (b) 27. If the product of two co-primes is 104, then their LCM: [RRB NTPC 17/02/2021 (Morning)](a) 104(b) can’t be determined(c) 1(d) is equal to their HCFCorrect Answer: (c) 18. The product of the LCM and the HCF of two positive numbers is 32 and the difference of the numbers is 4. The sum of the same numbers is. [RRB NTPC 17/02/2021 (Morning)](a) 10(b) 12(c) 16(d) 14Correct Answer: (b) 129. The LCM of two prime numbers, a and b (a > b > 1), is 697. The value of a + 2b is. [RRB NTPC 17/02/2021 (Morning)](a) 7 (b) 8 (c) 6 (d) 5Correct Answer: (a) 7 10. Three positive numbers are in the ratio of 1 : 2 : 5 and their LCM is 120. The HCF of the same numbers is: [RRB NTPC 17/02/2021 (Morning)](a) 14(b) 10(c) 12(d) 16Correct Answer: (c) 12Submit Quiz12345Next »