8. \( 7 6 0 \longdiv { 1 8 0 0 0 0 } \)

Certainly! Let's perform the long division of **180,000** divided by **760** step by step. ### Long Division: 180,000 ÷ 760 ``` 236.8421... ____________________ 760 ) 180000.000000 1520 ---- 2800 2280 ---- 5200 4560 ---- 6400 6080 ---- 3200 3040 ---- 1600 1520 ---- 800 760 ---- 400 ``` ### Step-by-Step Explanation 1. **Initial Setup**: - **Divisor**: 760 - **Dividend**: 180,000 - We'll add decimal places to the dividend to continue the division beyond the whole number. 2. **First Division**: - Determine how many times 760 fits into the first part of the dividend. - **760 × 2 = 1520** fits into 1800. - **Subtract**: 1800 - 1520 = **280** - **Bring down** the next digit (0) to make it **2800**. 3. **Second Division**: - **760 × 3 = 2280** fits into 2800. - **Subtract**: 2800 - 2280 = **520** - **Bring down** the next digit (0) to make it **5200**. 4. **Third Division**: - **760 × 6 = 4560** fits into 5200. - **Subtract**: 5200 - 4560 = **640** - **Bring down** the next digit (0) to make it **6400**. 5. **Fourth Division**: - **760 × 8 = 6080** fits into 6400. - **Subtract**: 6400 - 6080 = **320** - **Bring down** the next digit (0) to make it **3200**. 6. **Fifth Division**: - **760 × 4 = 3040** fits into 3200. - **Subtract**: 3200 - 3040 = **160** - **Bring down** the next digit (0) to make it **1600**. 7. **Sixth Division**: - **760 × 2 = 1520** fits into 1600. - **Subtract**: 1600 - 1520 = **80** - **Bring down** the next digit (0) to make it **800**. 8. **Seventh Division**: - **760 × 1 = 760** fits into 800. - **Subtract**: 800 - 760 = **40** - **Bring down** the next digit (0) to make it **400**. 9. **Continuing the Process**: - You can continue adding zeros to the dividend to get more decimal places as needed. - The division will continue with the remainder getting smaller. ### Final Result The division of **180,000 ÷ 760** results in: \[ \frac{180,000}{760} = 236.842105\ldots \] So, **180,000 ÷ 760 ≈ 236.8421** ### Summary - **Whole Number Part**: 236 - **Decimal Part**: Approximately 0.8421 - **Final Answer**: **236.8421**