$\"\"$

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The inequality is $\"square$ .

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The radicand of a square root must be greater than or equal t zero,

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the first solve $\"3$

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$\"3$

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$\"3$

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$\"x$ .............(1)

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Now solve $\"square$

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$\"square$ (Subtract 2 from each side)

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$\"square$ (Simplify)

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$\"square$ (Subtract: $\"5$ )

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$\"open$ (Squaring on each side)

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$\"3$ (Simplify)

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$\"\"$

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$\"3$ (Add 6 from each side)

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$\"3$ (Simplify)

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$\"fraction$ (Divide each side by 3)

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$\"x$ ............(2) (Simplify)

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From (1) and (2)

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$\"minus$

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Some x-values to confirm the solution.

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x = - 2

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x = 1

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x = 10

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f(-2) = $\"square$

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= $\"2$

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$\"2$ , the inequality is not satisified.

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f(1) $\"equal$

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= $\"5$

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\"5

, the inequality is satisified.

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f(10) $\"equal$

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= $\"square$

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= $\"8\"$

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$\"8$ , the inequality is not satisified.

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The solution is check.The interval $\"minus$ satisify the inequality.

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graph for the interval $\"minus$ satisify the inequality.

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$\"graph$ $\"\"$

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The solution is check.The interval $\"minus$ satisify the inequality.