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Verified Answer :

\(x-2 \leq 4\)

or

\(x-2 \geq 9\)

The value of the number from the given statement is required.

The interval notation is \(x\in (-\infty,6],[11,\infty)\)

Let \(x\) be the given number

so, it is decreased by 2

\(x-2\)

It is less than or equal to \(4\)

\(x-2\leq 4\\\Rightarrow x\leq 6\)

Or it is greater than or equal to \(9\)

\(x-2\geq 9\\\Rightarrow x\geq 11\)

The interval notation is \(x\in (-\infty,6],[11,\infty)\)

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