Question

completely factor the given polynomial, if possible. if the polynomial cannot be factored, indicate
ot factorable\.

\dp + dw + px + wx\\

Explanation:

Group the terms

Using the Factoring by Grouping knowledge point

$$ (dp + dw) + (px + wx) $$

Factor out the common factor from each group

Using the Factoring Polynomials by GCF knowledge point

$$ d(p + w) + x(p + w) $$

Factor out the common binomial factor

Using the Factoring by Grouping knowledge point

$$ (p + w)(d + x) $$

Answer:

\((p + w)(d + x)\)