$$ 5 x-6 y+2-x^{2} $$ In the epprestion above, 5 S 6 are $$ \qquad $$ ? And, are there ony lime terma?

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Let's analyze the expression $$ 5x - 6y + 2 - x^{2} $$.

1. **Identifying the terms:**
   - The expression consists of several terms: $$ 5x $$, $$ -6y $$, $$ 2 $$, and $$ -x^{2} $$.
   - The coefficients of the terms are:
     - For $$ 5x $$, the coefficient is $$ 5 $$.
     - For $$ -6y $$, the coefficient is $$ -6 $$.
     - For the constant term $$ 2 $$, the coefficient is $$ 2 $$.
     - For $$ -x^{2} $$, the coefficient is $$ -1 $$.

2. **Identifying like terms:**
   - Like terms are terms that have the same variable raised to the same power.
   - In this expression, the like terms are:
     - $$ 5x $$ and $$ -6y $$ are not like terms (different variables).
     - $$ 2 $$ is a constant term and does not have any like terms.
     - $$ -x^{2} $$ is also a unique term.

Thus, there are no like terms in the expression $$ 5x - 6y + 2 - x^{2} $$.

To summarize:
- The coefficients of $$ 5 $$ and $$ -6 $$ are $$ 5 $$ and $$ -6 $$ respectively.
- There are no like terms in the expression.
The coefficients of 5 and 6 are 5 and -6, respectively. There are no like terms in the expression.

In the epprestion above, 5 S 6 are ? And, are there ony lime terma?

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