Mathematics GCSE
Interval notation and inequality statements
What Interval notation and inequality statements means in Mathematics GCSE, as defined for AQA.
Definition of Interval notation and inequality statements
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Reference: AQA
Writing the interval with the lower limit included and the upper limit excluded, for example 6.5 ≤ x < 7.5.
Topics that use Interval notation and inequality statements
- Measures and accuracy (AQA GCSE)
Related terms
- Applying bounds to real-life measurement problems
- Approximation by rounding
- Checking technology-obtained answers
- Error intervals and inequality notation
- Estimation to check calculations
- Limits of accuracy
- Lower limit
- Maximising and minimising sums and differences
Using Interval notation and inequality statements in the exam
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