Answer:
2pq³(7p²r² +q)
Explanation:
You want the fully factored form of 14p³q³r² +2pq⁴.
Common factors
Common factors of the two terms are ...
2, p, q³
Factoring these out gives ...
2pq³(7p²r² +q)
The sum cannot be factored further using integers. There are no common factors, and it is not a difference of squares or sum of cubes.
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