The expression you’ve written, \( ^{3\sqrt{x^{18}y^6}} \), appears to be incomplete or incorrectly formatted, so I need to clarify what you're aiming to represent. Based on common mathematical notations, I think you might be referring to either:

1. **A radical expression** involving a square root or cube root, such as \( 3\sqrt{x^{18} y^6} \).
2. **An exponentiation** where the whole expression is raised to the power of 3 or a root like \( (x^{18} y^6)^{3} \).

Could you clarify if you mean:
- The cube root of \( x^{18} y^6 \), i.e., \( \sqrt[3]{x^{18} y^6} \)?
- Or something else?

If it's the cube root, we can simplify it step by step. Let me know!

Learn how to simplify expressions involving radicals and exponents, such as 3√(x^{18}y^6). This detailed solution covers key concepts like radical simplification and exponentiation laws, making it suitable for students in Grades 8-10.

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