Answer :
To find the original cost of the rocker before it was discounted, follow these steps:
1. Identify the Sale Price and Discount Percentage:
- The current sale price of the rocker is [tex]$159.95.
- The discount offered is 20%.
2. Calculate the Discount Amount:
- First, express the discount percentage as a fraction: \( \frac{20}{100} = 0.2 \).
- To find the discount amount, multiply the sale price by this fraction:
\[ \text{Discount Amount} = 0.2 \times 159.95 = \$[/tex]31.99. \]
3. Determine the Original Price:
- The original price is the sum of the current sale price and the discount amount:
[tex]\[ \text{Original Price} = 159.95 + 31.99 = \$191.94. \][/tex]
Thus, the original cost of the rocker before the 20% discount was applied is $191.94.
1. Identify the Sale Price and Discount Percentage:
- The current sale price of the rocker is [tex]$159.95.
- The discount offered is 20%.
2. Calculate the Discount Amount:
- First, express the discount percentage as a fraction: \( \frac{20}{100} = 0.2 \).
- To find the discount amount, multiply the sale price by this fraction:
\[ \text{Discount Amount} = 0.2 \times 159.95 = \$[/tex]31.99. \]
3. Determine the Original Price:
- The original price is the sum of the current sale price and the discount amount:
[tex]\[ \text{Original Price} = 159.95 + 31.99 = \$191.94. \][/tex]
Thus, the original cost of the rocker before the 20% discount was applied is $191.94.
