find the lcm of these two expressions:
m2 + 11m + 10 and m2 + 9m - 10.

The LCM of is

Solution:

On factorising we get,

Therefore, the factors of m^2+11m+10 are (m+1)(m+10)

On factorising we get,

Therefore, the factors of are

So, the LCM of both the given expressions will be

Steps to find the LCM (Least Common Multiple) of two given monomials or polynomials:

Step 1: Find all the factors of all the expressions being multiplied.

Step 2: Multiply together one of each unique factor, and the repeat factors with the highest exponents.

false

step-by-step explanation:

6/20

step-by-step explanation: