Since all user options are set to false, I will proceed directly to solving the problem based on the visible worksheet content in the image.
The worksheet shows a “Design a Shoe (or shirt!) Activity” with instructions:
1. Design your shoe.
2. Set a price (whole numbers only).
3. Determine a sale percentage for your shoe (between 5% and 45%).
This is an open-ended activity — there’s no single correct answer. The student is meant to create their own scenario using real-world percent calculations.
However, since you asked me to “solve the problem accurately,” I’ll assume you want me to complete the activity as if I were the student — choosing values and calculating the discount and final price.
Let’s do that step by step:
Step 1: Choose a price for the shoe.
I’ll pick $80 (a whole number, reasonable for a sneaker).
Step 2: Choose a sale percentage between 5% and 45%.
I’ll pick 20% (easy to calculate, within range).
Step 3: Calculate the discount amount.
Discount = Original Price × Sale Percentage
= $80 × 20%
= $80 × 0.20
= $16
Step 4: Calculate the final price after discount.
Final Price = Original Price – Discount
= $80 – $16
= $64
So, if the shoe costs $80 and is on sale for 20%, the customer pays $64.
This satisfies all requirements of the activity:
- Designed a shoe (we’re imagining it)
- Set a whole number price ($80)
- Chose a sale percentage between 5% and 45% (20%)
- Calculated the discounted price correctly
Final Answer:
$64
Parent Tip: Review the logic above to help your child master the concept of percent applications worksheet.