Math Problem Statement
The selling price of a shirtis $26.50. This includes a tax of 6%. Calculate the price ofthe shirt before the tax was added
Solution
To find the price of the shirt before the tax was added, you can follow these steps:
- Let the price of the shirt before tax be .
- The tax is 6% of the original price, so the tax amount is .
- The total selling price after adding the tax is .
- We know the selling price is $26.50, so .
Now, solve for :
So, the price of the shirt before tax was approximately $25.00.
Would you like more details, or do you have any questions?
Here are 5 related questions:
- How would the original price change if the tax rate were 8% instead of 6%?
- What would be the tax amount if the original price was $25.00 with a 6% tax rate?
- How do you calculate the final price if the tax is added after a discount?
- How can you find the tax rate if you know the original and final prices?
- What would be the final price if the shirt's original price was $25.00, but a 10% discount was applied before adding a 6% tax?
Tip: When dealing with percentages, always remember to convert them into their decimal form (e.g., 6% becomes 0.06) before performing calculations.
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Math Problem Analysis
Mathematical Concepts
Algebra
Percentage
Linear Equations
Formulas
Total Price = Original Price * (1 + Tax Rate)
Original Price = Total Price / (1 + Tax Rate)
Theorems
-
Suitable Grade Level
Grades 6-8