Jenny buys 22 sports drinks for her soccer team. They are on sale for \( \$ 0.35 \) off per drink. Jenny paid \( \$ 18.70 \) for the 22 sports drinks. What question does the equation \( 22(x-0.35)=18.70 \) help answer? Choose 1 answer: (A) What is the pre-sale price of a sports drink? (B) What is the total amount of money Jenny spent? (C) How many sports drinks did Jenny buy?

To determine what question the equation \( 22(x-0.35)=18.70 \) helps answer, let's analyze the components of the equation: 1. **Understanding the equation**: - \( x \) represents the pre-sale price of a sports drink. - \( 0.35 \) is the discount applied to each drink. - \( 22 \) is the number of drinks Jenny bought. - \( 18.70 \) is the total amount Jenny paid after the discount. 2. **Breaking down the equation**: - The left side \( 22(x - 0.35) \) calculates the total cost of 22 drinks after applying the discount of \( 0.35 \) to the pre-sale price \( x \). - The right side \( 18.70 \) represents the total amount Jenny actually paid. 3. **What the equation solves for**: - The equation is set up to find the value of \( x \), which is the pre-sale price of a sports drink. Given this analysis, the equation \( 22(x-0.35)=18.70 \) helps answer the question: **(A) What is the pre-sale price of a sports drink?**