Question

Think and Answer
1. Why cannot you find a greatest common multiple for a group of numbers.
2. Tell whether the LCM of a group of numbers can be smaller than any one of the numbers in the group.
3. How does the LCM differ from the GCF ?
I"ll rank him/her brainliest.

Answer 1

Answer:

1. Because the greatest common multiple is equal to integral multiple of the LCM and the integer can not be defined as it has to be close to infinite.

2. NO. if the numbers are positive LCM is always greater or equal.

3. LCM=product of numbers / GCF(HCF)

   this means LCM is a common multiple of both the numbers and GCF is a common factor of both numbers or a common integer that divides both the numbers

Step-by-step explanation: