Stacy saved 30% on a single item. If she saved $60.00, what was the cost of the item before the discount?

x − cos t o f i t e m 30% ∗ x = 60.00 0 , 3 x = 60.00 ∣ D i v i d e b y 0 , 3 x = 200.00 C os t o f i t e m w a s e q u a l t o 200.00$.

Answered by luana | 2024-06-24

To calculate the original price of an item before a 30% discount resulted in $60.00 savings, divide the savings by the discount rate: $60.00 / 0.30 = $200.00. The original price was $200.00.
The question asks to determine the original cost of an item before a discount when Stacy saved $60.00 after receiving a 30% discount. To find this, we can use the following steps:
Identify the amount saved as a result of the discount, which is given as $60.00.
Understand that this amount represents 30% of the original price.
Divide the amount saved by the discount rate to find the original price. This is calculated as $60.00 / 0.30, which equals $200.00.
Therefore, the original cost of the item before the discount was $200.00.

Answered by IngridBergman | 2024-06-24

Stacy saved $60.00, which is 30% of the original price. By setting up the equation 0.30 × x = 60.00 and solving for x , we find that the original price of the item was $200.00. Thus, the cost before the discount was $200.00.
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Answered by luana | 2024-10-11