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|x - 1| = 4
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Like your last problem, consider two cases. 1. If x - 1 > 0, i.e., if x > 1, then |x-1| = x-1 hence the equation is x - 1 = 4 2. If x - 1 < 0, i.e., if x < 1, then |x-1| = -(x-1) = -x + 1 and the equation is -x + 1 = 4 Solve each of those equations in turn.
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