The form of ‘LCM’ had been defined for the ‘Lowest Common Multiple’.

It had variability over the session of Mathematics.

In the Arithematic number theory it had been defined in various number which would in ‘Least Common Factor’/Smallest Common Multiple/Least Common Multiple’.

It measured with an small positive integer which would by divisible by the integer (assuming a, b)

It generally used with the subject of ‘HCF’ Methodology.

It had been defined with the Perfect graphic of ‘Zero’ value term or solution.

The LCM had also been determinant for the ‘LCD’ (LOWEST COMMON DENOMINATOR) , it also been defines for the lowest denominator also.

It doesn’t stick with the two integers (it would stands for that would minimum) , it may be defined for the more than integers on it.

The Practical formula would be defines :

LCM (a,b) = a*b /gcd (a *b)

The Theory would be defines : The Integer or total occupied value from the fraction (integer value ) derived the LCM would divided with the factor value of HCF or we can say for the “Greatest or Highest Common Factor”.

The Easiest method to find out LCM :

Find out the GCF or HCF.

then compete with their factor value ,

Then find out , the LCM.

Lastly it would compete with the both (HCF OR LCM) fractional value common factor and leave ones and then multiply it.

It had a special value in mathematics theory , it had common with the primary students.

It stands for that numeric value which would be small integer value and have a value in multiple of number.

It is an definable and independent Mathematics theory.