Question

how to withdraw common factors​

Answer 1

Step-by-step explanation:

To remove a common factor and rewrite a polynomial as the product of a monomial and another polynomial:

• Find the greatest common factor which is a whole number (no variables).

• Divide all terms of the polynomial by that factor, and put the result in parentheses.

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Answer 2

How to remove common factors?

The first step to removing a common factor is finding a common factor. A common factor is a factor of all the terms in an expression (i.e., a factor that they all have in common). A common factor can be an integer, a variable, or a combination of integers and variables. To remove a common factor and rewrite a polynomial as the product of a monomial and another polynomial:

Find the greatest common factor which is a whole number (no variables).

Divide all terms of the polynomial by that factor, and put the result in parentheses. Write the factor outside the parentheses.

Find the greatest common factor which is a variable or a product of several variables. That is, find the variables contained in every term, and write them with their lowest exponent.

Divide each term of the expression in parentheses by the greatest common variable factor, and write the variable factor outside the parentheses.

Source - SparkNotes

Hope that helps!