The meaning of the solution x < - 10 or x ≥ 25 is the solution is in the interval (- ∞,- 10) ∪ [25, ∞).
What is an interval?
An interval is a collection of real numbers that lie between two given values known as the interval's endpoints.
We are aware that two sets' components were combined to create the set. The set of elements in A, B, or both is the result of adding sets A and B together. It's indicated by '∪'.
How to solve?
For x < - 10 , the solution is in the interval (- ∞,- 10).
For x ≥ 25, the solution is in the interval [25, ∞).
For x < - 10 or x ≥ 25, we can say that the solution is in the interval
(- ∞,- 10) ∪ [25, ∞).
Therefore the meaning of the solution x < - 10 or x ≥ 25 is the solution is in the interval (- ∞,- 10) ∪ [25, ∞).
Learn more about intervals here -
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