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The problem you provided is asking to find the original list price of the boots before the sales tax was applied. Here's the breakdown of the question:

**Given:**
- The total price after tax: $138.98
- The sales tax rate: 7%

We can denote the list price (before tax) as $ P $.

Since the tax is 7%, the total price is the list price plus 7% of the list price:

\[
\text{Total price} = P + 0.07P = 1.07P
\]

To find $ P $, we can solve the equation:

\[
138.98 = 1.07P
\]

Now we solve for $ P $:

\[
P = \frac{138.98}{1.07}
\]

Let me calculate this for you.The original list price of the boots before the 7% sales tax was applied is approximately **$129.89** when rounded to the nearest cent.

Would you like any further clarification or details? 

Here are some related questions you could explore:
1. How would the total change if the sales tax was 8% instead of 7%?
2. What would the sales tax amount be on a pair of boots with a different list price?
3. How can you calculate the total price if only the list price and tax rate are given?
4. How would the calculation differ if there were discounts involved?
5. What would the list price be for other total amounts at 7% tax?

**Tip**: When calculating prices involving tax, make sure to always divide by $ 1 + \text{tax rate} $ to reverse the tax effect.

Mia found a receipt for a pair of boots for $138.98, tax included. If the sales tax rate was 7%, what was the list price of the boots? Round your answer to the nearest cent.

Learn how to calculate the list price of boots before sales tax with a detailed step-by-step solution. This problem covers key algebraic concepts in price and tax calculations. Suitable for students in Grades 6-9.

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