Question 70624
{{{x + 16 > 10}}}
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Add -16 to both sides to solve the inequality for x:
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{{{x > -6}}}
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This means that x is not allowed to be -6 (because it is greater than -6) and x can be
any value on the number line that is to the right of -6.
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For example, let x = 0.  The inequality of the original problem becomes:
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{{{0+16>10}}}
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Which simplifies to:
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{{{16>10}}}
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This inequality is correct ... 16 is greater than 10, so x can be 0
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Hope this helps you to understand how to work the inequality given in this problem. Graph
it by excluding -6 and drawing the graph all the way to the right of -6 on the number line.