How do you solve the inequality $5 + x - 9 \geq 4$ $5 + x - 9>=4$ ?

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How do you solve the inequality $5 + x - 9 \geq 4$ $5 + x - 9>=4$ ?

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Answer 1 · 2016-03-22T11:58:36

Subtract 5 and add 9 to both sides and you will get $x \geq 4 - 5 + 9$ $x>=4-5+9$

Or. $x \geq 8$ $x>=8$
You never change the orientation of the inequality when adding or subtracting. Change the orientation only when you multiply or divide by a negative quantity.

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How do you solve the inequality $5 + x - 9 \geq 4$ $5 + x - 9>=4$ ?

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How do you solve the inequality $5 + x - 9 \geq 4$ $5 + x - 9>=4$ ?