Find the unit rates. If necessary, round your answers to the nearest hundredth. 6 quarts for \( \$ 7.69 \) dollars per quart quarts per dollar.

Round the number by following steps: - step0: Round \(7.69/6\) to \(2\) decimal places using standard rounding method: \(7.69/6\) - step1: Rewrite in decimal: \(1.281667\) - step2: Round \(1.281667\) to \(2\) decimal places using standard rounding method\(:\) \(1.28\) Round the number \( 6/7.69 \) to nearest hundredth. Round the number by following steps: - step0: Round \(6/7.69\) to \(2\) decimal places using standard rounding method: \(6/7.69\) - step1: Rewrite in decimal: \(0.780234\) - step2: Round \(0.780234\) to \(2\) decimal places using standard rounding method\(:\) \(0.78\) To find the unit rates: 1. **Dollars per quart**: - We divide the total cost by the number of quarts: \[ \text{Dollars per quart} = \frac{7.69}{6} \approx 1.28 \] So, the cost is approximately **$1.28 per quart**. 2. **Quarts per dollar**: - We divide the number of quarts by the total cost: \[ \text{Quarts per dollar} = \frac{6}{7.69} \approx 0.78 \] So, you get approximately **0.78 quarts per dollar**. In summary: - **Dollars per quart**: $1.28 - **Quarts per dollar**: 0.78