My 90-year-old mother with one caregiver got a JPS bill of $60,000, 45% more than the previous month. What was the original bill?

To find the original bill, we can set up a simple percentage-based equation. Let's define:

- $ x $ as the original bill amount.
- The new bill is 45% more than the original bill, which is $60,000.

We know that:

\[
x + 0.45x = 60,000
\]

This simplifies to:

\[
1.45x = 60,000
\]

Now, solve for $ x $:

\[
x = \frac{60,000}{1.45} = 41,379.31
\]

So, the original bill was approximately **$41,379.31**.

Would you like a detailed explanation of the steps? Also, here are five related questions to consider:

1. What factors could contribute to such a large increase in an electricity bill?
2. How can you calculate other percentage increases or decreases in bills?
3. What are some ways to monitor and reduce electricity consumption in a household?
4. How can you track your electricity usage with modern billing systems like JPS?
5. How do utility companies calculate the bill when the rates change?

**Tip:** To avoid unexpected increases in bills, consider checking for faulty appliances or power leakage.

Learn how to calculate the original bill amount when it has increased by 45% to $60,000. This problem uses basic algebra and percentage increase concepts, suitable for students in Grades 6-8. The detailed step-by-step solution helps in understanding percentage calculations.

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