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The problem provided in the image states:

> A homeowner whose house was assessed at \$120,000 pays \$1,800 in taxes. At the same rate, what is the tax on a house assessed at \$135,000?

This is a proportional relationship. To find the tax on the house assessed at \$135,000, we can set up a proportion based on the given values:

\[
\frac{1800}{120000} = \frac{x}{135000}
\]

Where:
- \$1,800 is the tax on the \$120,000 house.
- $x$ is the unknown tax on the \$135,000 house.

Let's solve this equation for $x$. I'll compute the value.The tax on a house assessed at \$135,000, given the same tax rate, would be \$2,025.

Would you like any further details or explanations?

Here are 5 questions related to this problem:
1. How would the tax change if the house value were \$150,000?
2. What is the tax rate as a percentage?
3. How can proportionality be used in other financial problems?
4. How would you find the house value if given the tax amount and tax rate?
5. What other factors might influence property taxes in real life?

**Tip:** In proportional problems, setting up ratios and cross-multiplying is a powerful tool for finding unknowns.

A homeowner whose house was assessed at $120,000 pays $1,800 in taxes. At the same rate, what is the tax on a house assessed at $135,000?

Learn how to calculate property tax based on proportions. If a homeowner pays $1,800 for a house assessed at $120,000, this guide explains how to find the tax for a house assessed at $135,000 using proportionality. Suitable for Grades 6-8.

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