SUMMARY
The expression \[-(6y-\gamma)-5(-\gamma+6y)\] simplifies to \[-36y + 4\gamma\]. The process involves removing parentheses, combining like terms, and then consolidating constant terms. This method is essential for efficiently simplifying algebraic expressions and can be applied to similar problems. For a detailed example of this procedure, refer to the linked resource in the discussion.
PREREQUISITES
- Understanding of algebraic expressions
- Familiarity with the distributive property
- Knowledge of combining like terms
- Basic skills in manipulating variables and constants
NEXT STEPS
- Study the distributive property in depth
- Practice simplifying various algebraic expressions
- Learn about polynomial operations and their applications
- Explore resources on solving equations involving multiple variables
USEFUL FOR
Students learning algebra, educators teaching mathematics, and anyone looking to improve their skills in simplifying algebraic expressions.