Higher Order Thinking Shelby and Tyler buy 2 cups of soup, 1 salad, 2 pieces of fruit, 2 sandwiches, and 2 drinks. They give the cashier \( \$ 20 \). What bills and coins could they receive in change? Draw or use bills and coins to solve.

To determine the possible change Shelby and Tyler could receive after spending $20, we first need to establish the total cost of their purchases. However, since the problem does not provide specific prices for each item, we will assume that the total cost of their purchases is less than $20. Let's denote the total cost of their purchases as \( C \). The change they would receive can be calculated as: \[ \text{Change} = 20 - C \] ### Step 1: Identify Possible Total Costs Since we don't have specific prices, let's consider a few hypothetical total costs for \( C \): 1. If \( C = 15 \): \[ \text{Change} = 20 - 15 = 5 \] 2. If \( C = 18 \): \[ \text{Change} = 20 - 18 = 2 \] 3. If \( C = 19 \): \[ \text{Change} = 20 - 19 = 1 \] ### Step 2: Determine Possible Change Combinations Now, let's explore the possible combinations of bills and coins for each of these change amounts. 1. **Change of $5**: - 1 five-dollar bill - 5 one-dollar bills - 4 one-dollar bills and 1 quarter - 3 one-dollar bills and 2 quarters - 2 one-dollar bills and 5 dimes - 1 one-dollar bill and 10 nickels 2. **Change of $2**: - 2 one-dollar bills - 1 one-dollar bill and 4 quarters - 8 dimes - 20 nickels 3. **Change of $1**: - 1 one-dollar bill - 4 quarters - 10 dimes - 20 nickels ### Conclusion Shelby and Tyler could receive various combinations of bills and coins as change depending on the total cost of their purchases. The specific combinations will vary based on the actual cost \( C \), but the examples above illustrate the types of change they could receive. If you have specific prices for the items, please provide them, and I can calculate the exact change they would receive.