The expression is \( 49 - 7y \).

This is a simple linear expression, where:

- 49 is a constant.
- \( -7y \) represents a term with a variable \( y \).

If you are looking to simplify or solve it, please specify if there's more context, such as an equation to solve or a specific value for \( y \). 

Do you want to proceed with solving or simplifying further?

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### Related Questions:

1. What is the value of \( 49 - 7y \) when \( y = 3 \)?
2. How can you graph the expression \( 49 - 7y \)?
3. What does the expression represent in a real-world context?
4. How can you isolate \( y \) if this were part of an equation like \( 49 - 7y = 0 \)?
5. How would the expression change if instead of \( -7y \), it was \( 7y \)?

**Tip:** When dealing with linear expressions, identify constants and coefficients of variables to analyze them step by step.

Understand the linear expression 49 - 7y, breaking down the constant and variable terms. This problem demonstrates key algebraic concepts, including simplifying and solving for a variable. Suitable for students in Grades 6-8.

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