In a compound inequality when do you use the (And) and when do you use the (Or) in a statement
In a compound inequality, you use the and when the solutions for x along the number line overlap. For example, suppose you have x > 3 and x < 10 Then you can re-write this as 3 < x < 10 which is an equivalent expression that simply means the range of solution values for the compound inequality are between 3 and 10.
Now suppose you have x < 3 or x > 5 This means that the solutions do not overlap and you cannot combine it into an expression of the form a < x < b because the range of solution values do not overlap. Instead, the range of solutions for one equality goes toward positive infinity, while the other goes towards negative infinity.
And in (OR)
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