Multiples - class-VIII
Description: multiples | |
Number of Questions: 29 | |
Created by: Priya Bakshi | |
Tags: hcf and lcm relation among numbers multiples and factors numbers inside numbers real numbers hcf-lcm factors and multiples reviewing number concepts whole numbers factors and factorization of algebraic expressions playing with numbers be my multiple, i'll be your factor hcf and lcm of three numbers maths integers, powers and roots hightest common factor (hcf) and lowest common factor (lcm) |
LCM of the numbers $12, 24$ and $36$ is
LCM of the numbers $36$ and $72$ is
Three common multiples of $18$ and $6$ are
LCM of the numbers $4$ and $9$ is
LCM of the numbers $17$ and $5$ is
LCM of two co-prime numbers is their
The multiple(s) of $12$ is/are
Multiple(s) of $14$ is/are
The LCM of co-prime numbers is the .........
If the value of $p=4$ then, $p , p +2, p + 4$ is a multiple of .......... .
Which of the following is NOT a positive multiple of $12$?
Find the first four common multiples of the following :
Find the first four common multiples of the following :
State the following statement is True or False
Find the first four common multiples of the following :
Find the first six multiples of $17$
If A, B and C are three numbers such that L.C.M. of A and B is B and the L.C.M. of B and C is C then the L.C.M. of A, B and C is
The sum of the first five multiples of $6$ is
Find a number which has a multiple of all the numbers from $1$ to $10?$
Find a possible value of $v$, if the least common multiple of $9, 10, 12$ and $v$ is $540$.
What is the least common multiple of $10$ and $20$?
The greatest number with four digits which when divided by $3, 5, 7, 9$ leaves the remainders $1, 3, 5, 7$ respectively, is _______.
When $31513$ ad $34369$ are divided by a certain three digit number, the remainders are equal, then the remainder is ______.
The numbers which are multiples of $2$ are called ____.
LCM of numbers 1, 2, 3 is equal to their
L.C.M. of two co-prime numbers is their
What are the three common multiples of $18$ and $6$?
Bhushan counted to $60$ using multiples of $6.$ Which statement is true about multiples of $6?$
Every number is a ...... and a ........ of itself.