Question

which number is a multiple of all the three number 4,8 and 6​

Answer 1

Answer:

24 is completely devided by 4,6 and 8

2 is Common Factor of 4,6 and 8

Answer 2

Answer:

The multiple of all 3 numbers $4,8$ and $6$ is $24$.

Step-by-step explanation:

A number $x$ (say) is a multiple of all the three numbers $4,8$ and $6$ if $x$ is divide by all the three numbers, i.e., $4,8$ and $6$.

$4=2$ × $2$ × $1$

$8=2$ × $2$ × $2$ × $1$

$6=2$ × $3$ × $1$

L.C.M of  $4,8$ and $6$ is $2$ × $2$ × $2$ × $3$ = $24$.

There are infinite multiples of all the three numbers $4,8$ and $6$. All multiples of $24$ are also multiples of $4,8$ and $6$.

Thus, $24$ is the least multiple of all the three numbers $4,8$ and $6$.

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