It looks like you've provided a mathematical expression that needs clarification in terms of proper grouping and operations. To ensure I interpret it correctly, could you confirm if the expression is structured like this?

\[
\frac{x^2 + xy}{xz + yz + xy - \frac{xz}{y^2 \cdot yz}}
\]

Or, if there are any parentheses or operations that should be more clearly grouped, please let me know.

Feel free to clarify, and I can help break it down step by step.

Would you like a detailed breakdown once it's clear, or do you want to revise it first?

**Relative questions:**
1. How do we simplify algebraic fractions involving multiple variables?
2. What is the proper way to handle complex fractions?
3. How do we identify common factors in algebraic expressions?
4. How can we apply distributive properties in expressions like this?
5. What techniques can simplify a multivariable equation?

**Tip:** Always use parentheses to clarify the order of operations when writing complex expressions.

This problem focuses on simplifying a complex algebraic expression involving multiple variables. Learn key concepts such as factorization, handling algebraic fractions, and applying distributive properties. Suitable for students in Grades 10-12.

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