(6)(-4).jpeg "(-2)(6)(-4)")
Multiplying Negative Numbers: (-2)(6)(-4)
This article will explain how to multiply negative numbers using the example of (-2)(6)(-4).
Understanding the Rules
The key to multiplying negative numbers is understanding that:
- Two negatives make a positive: (-)(-) = (+)
- A negative and a positive make a negative: (-)(+) = (-)
Step-by-Step Solution
- Multiply the first two numbers: (-2)(6) = -12
- Multiply the result by the third number: (-12)(-4) = 48
Explanation
In this example, we multiplied two negative numbers, (-2) and (-4), which resulted in a positive number (48). This is because two negatives make a positive.
Key Takeaways
- When multiplying an even number of negative numbers, the result will be positive.
- When multiplying an odd number of negative numbers, the result will be negative.
- Remember to pay close attention to the signs of the numbers when multiplying.
By understanding the rules of multiplying negative numbers, you can confidently solve problems like (-2)(6)(-4).