The expression in the image is $(3x + 2)^5$.

Would you like to expand this expression using the binomial theorem or solve a different operation involving it? Let me know how you'd like to proceed!

Here are five questions that could guide our next steps:

1. Would you like to expand $(3x + 2)^5$ using the binomial theorem?
2. Are you looking for the derivative of $(3x + 2)^5$?
3. Do you need to evaluate $(3x + 2)^5$ for specific values of $x$?
4. Should I simplify this expression in some other context, like integration?
5. Would you prefer solving a related algebraic equation involving $(3x + 2)^5$?

Tip: When expanding binomials like $(a + b)^n$, the binomial theorem gives a systematic way to express the expansion in terms of powers of $a$ and $b$.