Algebra-1

To factor the polynomial 6a⁴b² - 12a³b³ + 6a²b⁴, let's follow these steps:

Step 1:First, we can factor out the common factor 6a²b² from each term of the polynomial.
So we have 6a²b² (a² - 2ab + b²)

Step 2: Now, the expression inside the parentheses a² - 2ab + b² is a perfect square trin...