use your equation to calculate when the truck will be worth 10 000 (y=mx+b)

To calculate when the truck will be worth $10,000 using the equation $ y = mx + b $, we'll need the following details:

- **$ y $** represents the value of the truck at a given time (you’ve set $ y = 10,000 $).
- **$ x $** represents time, likely the number of years after the truck was purchased.
- **$ m $** is the rate of depreciation (how much the truck’s value decreases each year).
- **$ b $** is the initial value of the truck when it was purchased.

Do you have the values for $ m $ (depreciation rate) and $ b $ (initial value)? If not, I can help you estimate them or provide some general insights based on assumptions.

Once we have these, I can substitute them into the equation and solve for $ x $.

Let me know if you want help with these details, and feel free to provide more info!

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Here are some questions to help guide further discussion:
1. How long has the truck been in use?
2. Do you know the initial value of the truck?
3. Is the depreciation rate linear, or do you expect it to change over time?
4. How often do you evaluate the truck’s value (annually, monthly)?
5. Should the value drop below $10,000 after a certain number of years?

**Tip:** Always track depreciation using real market data to ensure accuracy.

Learn how to calculate the time it takes for a truck's value to depreciate to $10,000 using the linear equation y = mx + b. This problem focuses on key concepts in algebra, including depreciation, slope-intercept form, and solving for x. Ideal for students in Grades 9-11.

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