I need separately factor for the term -6xy 12xyz - 6xy. As per me factor 0f the term -6xy should be 1, 2, 3, 6, x & y. Please advice.

To factor the term -6xy 12xyz - 6xy, we can start by factoring out common factors from each term individually.

First, let's factor out the common factor from the term -6xy. The common factors in -6xy are -1, 2, 3, 6, x, and y. However, we cannot factor out just the variable x and y separately since they are part of the same term.

So, the factor for -6xy is -6xy itself.

Next, let's factor out the common factor from the term 12xyz. The common factors in 12xyz are 1, 2, 3, 6, x, y, and z. In this case, we can factor out all of these common factors.

So, the factor for 12xyz is 12xyz.

Lastly, let's factor out the common factor from the term -6xy. Since the factor for -6xy is -6xy, we do not need to factor anything out from this term.

Combining these factors, we have:

-6xy 12xyz - 6xy = -6xy(12xyz) - (-6xy)

Simplifying the expression further:

-6xy(12xyz) - (-6xy) = -72x^2y^2z - (-6xy)

Finally, removing the double negative, we get:

-72x^2y^2z + 6xy

Your question makes no sense. Please go back and type it exactly as it was given to you.

Identify the terms and factors in the expression 12xyz - 6xy