Question

2.
Find the LCM of the set of algebraic expressions.

Answer 1

Answer:

$LCM = 70a^2b$

Step-by-step explanation:

The LCM of $10a^2, 35ab, 14b$, is the smallest expression of which each of the algebraic expression in the given set is divisible by it.

To find the LCM, follow these steps:

Step 1: Express each of the algebraic expressions in as product of its factors

$10a^2 = 2*5*a^2$

$35ab = 5*7*a*b$

$14b = 2*7*b$

Step 2: Find the product of  each factors with the highest power

$LCM = 2*5*7*a^2*b$

$LCM = 70a^2b$