what are the factors of:
6g8-3g4-9g2
What do they all have in common? You can take out a 3 from all of the parts and a g^2. So it's 3g^2.
To find the factors of the expression 6g8 - 3g4 - 9g2, we can factor out the common terms from each term in the expression.
Step 1: Identify the common factor among the coefficients and the variable "g" in each term. The common factor among the coefficients is 3, and the largest exponent of "g" is 2.
Step 2: Now, let's factor out the common factor from each term:
6g8 - 3g4 - 9g2 = 3g2(2g6 - g2 - 3)
The factored form of the expression 6g8 - 3g4 - 9g2 is 3g2(2g6 - g2 - 3).