1. 2x + 11 2. (2z + Y) - 5 3. |CY + Z - X|
Understand the Problem
The question is asking us to solve three mathematical expressions or equations involving variables X, Y, and Z. It requires an understanding of algebraic manipulation and simplification.
Answer
1. $2x + 11$ 2. $(2z + Y) - 5$ 3. $|CY + Z - X|$
Answer for screen readers
The expressions simplified are:
- $2x + 11$
- $(2z + Y) - 5$
- $|CY + Z - X|$
Steps to Solve
- Simplifying the First Expression
For the first expression, simply rewrite it. The equation is given as: $$ 2x + 11 $$
- Simplifying the Second Expression
For the second expression, substitute $Y$ and $Z$ with their values if provided (otherwise, just rewrite it). The equation is given as: $$ (2z + Y) - 5 $$
- Simplifying the Third Expression
The third expression involves an absolute value. Rewrite it: $$ |CY + Z - X| $$
The expressions simplified are:
- $2x + 11$
- $(2z + Y) - 5$
- $|CY + Z - X|$
More Information
These expressions can be used in various problems or applications involving algebra, such as equations of lines or inequalities. Understanding how to manipulate and simplify these expressions is essential in algebra.
Tips
- Not simplifying fully: Ensure each expression is simplified to the best form.
- Misunderstanding absolute values: Remember that the absolute value expression must always yield a non-negative result.
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