Negative Numbers
- Negative numbers are any number less than zero
- They appear in lots of places from numerical calculations to algebra
- You might come across them in real-life problems such as temperature or debt
What are the rules for working with Negative Numbers?
- For all four operations, you can remember some rules to help
- Same sign makes a positive
- Different sign makes a negative
- When adding and subtracting with negative numbers
- Two negatives make a positive e.g.
- A negative and a positive make a negative e.g.
- Two negatives make a positive e.g.
- When multiplying or dividing with negative numbers
- Two negatives make a positive e.g.
- A negative and a positive make a negative e.g.
- Two negatives make a positive e.g.
- For multiplication and division, it's often easier to calculate ignoring any signs, then making a decision about whether the answer should be positive or negative
Exam Tip
- It can help to think of negative numbers as temperature or hot and cold air
- Be super careful to remember the rules when adding, subtracting, multiplying and dividing with negatives
- Your calculator isn't always as clever as you think... you might need to use brackets to make sure it knows a number is negative e.g.