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Find the original price to the nearest cent.

- Calendar: discount, [tex]75\%[/tex];
- Sale price, [tex]\$2.25[/tex]

Sagot :

GinnyAnsweridn
To find the original price before the discount was applied, follow these steps:

1. Understand the Information Given:
- You know the discount percentage is 75%.
- The sale price of the item after the discount is [tex]$2.25. 2. Express the Relationship Mathematically: - If the original price is denoted by \( P \), applying a 75% discount means you only pay 25% of the original price. - Therefore, \( 25\% \) of the original price \( P \) is equal to the sale price: \[ 0.25P = 2.25 \] 3. Solve for the Original Price: - To find \( P \), divide both sides of the equation by 0.25: \[ P = \frac{2.25}{0.25} \] 4. Perform the Division: - Calculate the division: \[ P = 9.0 \] 5. Conclusion: - The original price of the item before the discount is $[/tex]9.00.

Thus, the original price, to the nearest cent, is $9.00.
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