https://file.aiquickdraw.com/mathbot/file/17266054372802yx07z1i.jpg

The image contains two main math problems:

1. **Sales Tax Problem:**
   - *Statement*: Sales tax is 6% of the price of an article. If the sales tax is $0.36, what is the price of the article? (Round to the nearest hundredth).
   
   To solve this:
   - Let the price of the article be $ P $.
   - The sales tax is 6% of the price, so $ 0.06 \times P = 0.36 $.
   - Solving for $ P $:
     \[
     P = \frac{0.36}{0.06} = 6
     \]
   So, the price of the article is $6.00.

2. **Percentage of Customers Problem:**
   - *Statement*: 80% of one store’s customers paid with credit cards. 40 customers came in that day. How many customers paid with credit cards?
   
   To solve this:
   - Let the number of customers who paid with credit cards be $ x $.
   - 80% of 40 is $ 0.80 \times 40 $.
     \[
     x = 0.80 \times 40 = 32
     \]
   So, 32 customers paid with credit cards.

Would you like a detailed explanation for any part? Let me know if you have any questions!

### Related Questions:
1. How would you calculate the total price after tax if the article's price was $6 and the sales tax was 8% instead?
2. If a store's sales tax is 7% and you paid $0.49 in tax, what was the price of the item?
3. What would the new price be if a 10% discount was applied to the $6 item?
4. If 75% of 80 customers used cash instead of credit cards, how many paid in cash?
5. How would you compute the total sales revenue if 50 customers bought the $6 item each?

### Tip:
To quickly calculate percentages, remember that multiplying by 0.01 moves the decimal point two places to the left (e.g., 6% of 100 = 0.06 * 100).

Sales tax is 6% of the price of an article. If the sales tax is $0.36, what is the price of the article? (Round to the nearest hundredth).

Learn how to calculate the price of an article when the sales tax is 6% and amounts to $0.36. Includes detailed step-by-step solution, showing how to solve using percentage formulas. Suitable for middle school students (Grades 6-8).

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