| Example 1 | Find (−7) + (−5) + 3 | Find |
| Solution | - (−7) + (−5) = −12
- then −12 + 3 = −9
| then |
| Example 2 | Find (−15) − (−6) | Find |
| Solution | - (−15) + 6 = −9
- because −15 has the larger absolute value
| becauselargerabsolutevalue |
| Example 3 | Find (−3) × (−4) × 2 | Find |
| Solution | - (−3) × (−4) = 12
- then 12 × 2 = 24. There are two negative factors
- so the product is positive
| thennegativefactorsproduct |
| Example 4 | Find (−36) ÷ 4 + 2 × (−5) | Find |
| Solution | First do the division and the multiplication: (−36) ÷ 4 = −9 and 2 × (−5) = −10. Then add: −9 + (−10) = −19 | FirstdivisionmultiplicationThen |
| Example 5 (the hardest) | Find 5 − (3 − 8) × (−2) | Find |
| Solution | Start with the bracket: 3 − 8 = −5. Then multiply: (−5) × (−2) = 10. Then subtract: 5 − 10 = −5 | StartbracketThenmultiply |