Which statements are true about the expression y + 9? Choose ALL that apply.

Understand the Problem

The question is asking which statements are true regarding the expression y + 9, specifically focusing on whether 'y' and '9' are classified as a variable, constant, or term. This involves understanding basic algebraic concepts about variables and constants.

Answer

The letter $y$ is a variable; the number $9$ is a constant; both $y$ and $9$ are terms.

Steps to Solve

Identify Variables and Constants In the expression $y + 9$, the letter $y$ represents a variable, which means it can take on different values. The number $9$ is fixed and does not change, so it is a constant.
Classify Each Element
- For the letter $y$:
  - It is classified as a variable because it can change according to the problem’s context.
- For the number $9$:
  - It is classified as a constant because it always remains the same.
Understand Terms in the Expression Each part of an expression, such as $y$ and $9$, is referred to as a term. Therefore, both $y$ and $9$ are terms in the expression $y + 9$.
Summarize Findings
- The letter $y$ is a variable.
- The number $9$ is a constant.
- Both $y$ and $9$ are terms.

The true statements are:

The letter $y$ is a variable.
The number $9$ is a constant.
The letter $y$ is a term.
The number $9$ is a term.

More Information

In algebra, variables are symbols used to represent unknown values, while constants represent fixed values. Each variable and constant in an expression is a term, and understanding these concepts is fundamental to algebra.

Tips

Confusing a constant with a variable. Constants do not change while variables can represent many values.
Misclassifying terms. Each part of an expression should be recognized as a term.

AI-generated content may contain errors. Please verify critical information

Thank you for voting!