1. The problem asks to identify the terms of the expression $$5x^2 + 9x + 6$$ from the given options. 2. Recall that a term in an algebraic expression is a part separated by plus or minus signs. Here, the terms are $$5x^2$$, $$9x$$, and $$6$$. 3. Now, check each option: - $$5x$$: Not a term in the expression. - $$6$$: Yes, it is a term. - $$x^2$$: No, the term is $$5x^2$$, not just $$x^2$$. - $$5x^2$$: Yes, it is a term. - $$9x$$: Yes, it is a term. - $$x$$: No, the term is $$9x$$, not just $$x$$. - $$5$$: No, the constant term is $$6$$, not $$5$$. - $$9$$: No, the term is $$9x$$, not just $$9$$. 4. Therefore, the terms from the options are $$6$$, $$5x^2$$, and $$9x$$. Final answer: The terms are $$6$$, $$5x^2$$, and $$9x$$.