Discount Rate: Finding the Original Price

What is the original price of the computer and the rate of the discount?

a. $1,270; 8.9% c. $1,518; 8.9% b. $1,270; 9.79% d. $1,518; 8.2%

Please select the best answer from the choices provided (a, b, c, d).

Answer:

The original price of the computer was $1,518 and the discount rate was approximately 8.2%. Therefore, the correct answer is option d. $1,518; 8.2%.

Imagine you're at a sale and you come across a computer priced at $1,394, but with a discount of $124. What was the original price of the computer before the sale and what was the rate of the discount?

Finding the Original Price:

The original price of the computer can be determined by adding the amount of the discount to the sale price. In this case, the sale price was $1,394 and the discount was $124. By adding these two amounts, you get the original price of the computer which was $1,518.

Finding the Discount Rate:

To find the discount rate, you need to divide the discount amount by the original price and then multiply by 100 to get the percentage. In this case, the discount amount was $124 and the original price was $1,518. By performing the calculation, you get a discount rate of approximately 8.2% when rounded to the nearest tenth of a percent.

Understanding how discounts work can help you make informed decisions when shopping. Always calculate the original price and discount rate to ensure you're getting the best deal possible.