Write two terms that are like 4 $m n^{2}$ .

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Solution

For like terms, variable and power of terms should be always the same whereas coefficients may vary.

So, like terms of 4 $m n^{2}$ can be any number with the same variable and power but different coefficients.

⇒ -7 $m n^{2}$ , 8 $m n^{2}$ and so on.

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