$$ 2 x^{2}+6 x $$ Answer: 10 I True or False $$ 4 x^{2} y^{2} $$ and $$ 8 x^{2} y $$ are like terms. True

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Let's analyze the statements one by one.

1. **For the expression $$ 2x^{2} + 6x $$:**
   - The expression consists of two terms: $$ 2x^{2} $$ and $$ 6x $$.
   - The first term $$ 2x^{2} $$ is a quadratic term (degree 2), while the second term $$ 6x $$ is a linear term (degree 1).
   - Since the terms have different degrees, they are not like terms.

2. **For the statement about $$ 4x^{2}y^{2} $$ and $$ 8x^{2}y $$:**
   - The first term $$ 4x^{2}y^{2} $$ has the variables $$ x $$ and $$ y $$ both raised to the second power.
   - The second term $$ 8x^{2}y $$ has $$ x $$ raised to the second power and $$ y $$ raised to the first power.
   - Since the powers of $$ y $$ are different in both terms, they are not like terms.

Now, let's summarize the answers:

1. The statement "Answer: 10 I" is **False** because $$ 2x^{2} + 6x $$ does not equal 10.
2. The statement "$$ 4x^{2}y^{2} $$ and $$ 8x^{2}y $$ are like terms" is also **False**.

Thus, both statements are **False**.
Both statements are False.

Answer: 10 I
True or False
and are like terms.
True

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Answer: 10 I True or False and are like terms. True