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19 November, 18:49

Solution to the compound inequality - 6 ≤ 2 + 6 ≤ 6

-12≤x≤0

6≤x≤6

-6≤x≤0

0≤x≤6

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  1. 19 November, 19:09
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    -6 < = 2x + 6 < = 6 ... subtract 6 from all sections

    -6 - 6 < = 2x + 6 - 6 < = 6 - 6 ... simplify

    -12 < = 2x < = 0 ... divide all sections by 2

    -12/2 < = (2/2) x < = 0/2 ... simplify

    -6 < = x < = 0 ... by the way, I cant put the line under the inequality sign to show the equal sign ... so I just put the = sign with the inequality sign
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