R. Gupta Solutions for Chapter: L.C.M. and H.C.F., Exercise 1: EXERCISE

The L.C.M. of $6, 8, 10$ and $12$ is:

The largest four-digit number divisible by $48, 60$ and $64$ will be: 

L.CM. of $24, 28, 36$ and $44$ is a multiple of $24$ and which of the following numbers?

The smallest three-digit number completely divisible by $12, 18, 24$ will be: 

The largest three-digit number, when divided by $6, 9$, & $12$leaves $1$as the remainder in each case, will be: 

The largest number that will divide $226$ and $272$ leaving $1$ and $2$ as remainders respectively, is:

The largest three-digit number, which when successively divided by $6, 9$ and $12$, leaves $3$ as the remainder in each case, is:  

The greatest four-digit number completely divisible by $2, 3, 4$and $5$ is: