https://file.aiquickdraw.com/mathbot/file/1726816468026pvm9ubm8.jpg

The given expression from the image is:

\[
3R^2S - 6RS^2 + 12RS
\]

Would you like to simplify or factor this expression, or are you looking for something else? Please specify!

Here are some relevant directions:
1. Do you want to factor the expression?
2. Are you looking for critical points or solving for \( R \) or \( S \)?
3. Would you like to find derivatives with respect to \( R \) or \( S \)?
4. Do you need to simplify the expression further?
5. Are you looking for a particular application of this expression?

**Tip:** Factoring expressions can help in simplifying complex algebraic structures or solving equations easily.

Simplify or factor the expression: 3R^2S - 6RS^2 + 12RS

Learn how to simplify and factor the polynomial expression 3R^2S - 6RS^2 + 12RS by identifying common factors and applying factoring techniques. Suitable for students in Grades 10-12.

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