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.02] Which of the following is not an equivalent form of the compound inequality x - 1 < -10 or x + 12 > 12 A number line with an open circle on -9, an open circle on 0, and shading in between. x < -9 or x > 0 A number line with an open circle on -9, shading to the left, and an open circle on 0, shading to the right. x > 0 or x < -9
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what if you were to solve for "x" x - 1 = -10 what would that give you?
ok if we were to solve for "x" on both inequalities 1st x - 1 < -10 # adding 1 to each side x < -9 now the 2nd one x+12 > 12 #substracting 12 from each side x > 0 so now we know that x < -9 and x > 0
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