Question

Write the LCM of 125 and 215​

Answer 1

• As per the data given in the question, we have to find the value of the expression.

            Given data:- $125$ and $215.$

            To find:-LCM of the given expression.

            Solution:-

• We know that LCM stands for least common multiple.
• Lcm is a small value divisible by two or more numbers.

         $125=5\times5\times5\\215=5\times43$

         So that,

         $5\times5\times5\times5\times43\\=5375.$

        Hence we will get the LCM of $5375.$

Answer 2

To find : LCM of $125, 215$

Solution :

• LCM is the lowest common factor.

• To find the LCM of $125, 215$   we find factors of $125, 215$

• Factors of $125= 5\times5\times 5$

• Factors of $215 = 5\times 43$

•  $L C M = 5\times 5 \times 5\times 43 = 5375$

Hence . LCM of $125, 215$  is $5375$.