arshall ordered \( 28 \frac{1}{2} \) pounds of rocks for his landscaping to be delivered to his house. The rocks cost \( \$ 6.25 \) per und and the company charges \( \$ 35.00 \) for delivery. What is true about this situation? ect Two correct answers. The cost of the rocks before delivery is \( \$ 129.13 \). To find the cost of only the rocks, multiply \( 28 \frac{1}{2} \) and 35 . The total cost of the rocks and delivery is \( \$ 213.13 \). To find the total cost of rocks and delivery, multiply \( 28 \frac{1}{2} \) by 6.25 then add 35 . All rights reserved 0 2018-2024 towman Educationuc

Let's evaluate each statement based on the given information: 1. **The cost of the rocks before delivery is \$129.13.** - **Calculation:** \[ 28.5 \text{ pounds} \times \$6.25/\text{pound} = \$178.13 \] - **Conclusion:** This statement is **incorrect** because the correct cost is \$178.13, not \$129.13. 2. **To find the cost of only the rocks, multiply \( 28 \frac{1}{2} \) and 35.** - **Explanation:** - \$35 is the delivery charge, not the cost per pound of rocks. - To find the cost of the rocks, you should multiply \( 28.5 \) pounds by \$6.25 per pound. - **Conclusion:** This statement is **incorrect**. 3. **The total cost of the rocks and delivery is \$213.13.** - **Calculation:** \[ \text{Cost of rocks} + \text{Delivery} = \$178.13 + \$35 = \$213.13 \] - **Conclusion:** This statement is **correct**. 4. **To find the total cost of rocks and delivery, multiply \( 28 \frac{1}{2} \) by 6.25 then add 35.** - **Calculation:** \[ (28.5 \times \$6.25) + \$35 = \$178.13 + \$35 = \$213.13 \] - **Conclusion:** This statement is **correct**. **Therefore, the two correct statements are:** - **The total cost of the rocks and delivery is \$213.13.** - **To find the total cost of rocks and delivery, multiply \( 28 \frac{1}{2} \) by 6.25 then add 35.**