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Verified Answer :

xy2 and 2xy are the only ones with common factors

Answer:

2xy, -xy, xy

Step-by-step explanation:

Like term: All terms whose variable parts is same with their exponents.

Here, total 6 difference term

\(xy^2,2xy,x^2,-xy,2x^2y,xy\)

  • variable having \(xy^2\)  only one term.
  • variable having \(xy\) are 2xy, -xy, xy
  • variable having \(x^2\) only one term
  • variable having \(x^2y\) only one term.

Therefore, Like terms are those variable part xy

Like terms are 2xy, -xy, xy