It looks like you are asking to solve division problems. Let's work through each one step by step:
3,217 ÷ 6 \[ 3,217 \div 6 = 536.1667 \quad \text{(approximately)} \] You can express this as: \[ 3,217 ÷ 6 = 536 \text{ R } 1 \quad \text{(remainder)} \]
1,984 ÷ 3 \[ 1,984 \div 3 = 661.3333 \quad \text{(approximately)} \] You can express this as: \[ 1,984 ÷ 3 = 661 \text{ R } 1 \quad \text{(remainder)} \]
7,198 ÷ 4 \[ 7,198 \div 4 = 1,799.5 \] This can be expressed as: \[ 7,198 ÷ 4 = 1,799 \text{ R } 2 \quad \text{(remainder)} \]
Here are the results:
- \(3,217 ÷ 6 \approx 536.167\) or \(536 \text{ R } 1\)
- \(1,984 ÷ 3 \approx 661.333\) or \(661 \text{ R } 1\)
- \(7,198 ÷ 4 = 1,799.5\) or \(1,799 \text{ R } 2\)