Sudharaka said:Heather Jean's of Facebook writes:
Simplify,
\[-(6y-\gamma)-5(-\gamma+6y)\]
Simplifying an expression is the process of reducing an algebraic expression to its simplest form by combining like terms and using the rules of arithmetic.
Simplifying an expression is important because it allows us to solve equations more easily, understand the relationship between variables, and make calculations more manageable.
The steps for simplifying an expression are: 1) Combine like terms, 2) Use the distributive property, 3) Simplify any remaining exponents, and 4) Combine any constants.
Some common mistakes when simplifying an expression include forgetting to distribute a negative sign, incorrectly combining terms with different variables, and forgetting to simplify exponents.
You can practice and improve your skills in simplifying expressions by solving practice problems, working with a tutor or teacher, and using online resources such as tutorials and quizzes.