1003177804 Level: CChoose the solution set of the given inequality. ||x−5|+2|>3(−∞;4)∪(6;∞)(−∞;−4)∪(6;∞)(6;∞)(−∞;−5)∪(6;∞)
1003187312 Level: AThe solution set of an inequality in interval notation is (−∞;−12]∪[12;∞). Find this inequality.|x|≥12|x|≤12|x|>12|x|<12
1103187310 Level: AThe solution set of an inequality is graphed on the number line. Determine this inequality.|x+2|≤3|x−2|≤3|x−3|≤2|x+3|≤2
1003187308 Level: AChoose the equation which has only one solution.4+|2x−6|=42−|x−3|=1|x−3|+2=−12−|x−3|=−2
1003187307 Level: AThe solutions of the equation |14−4x|=4 are:the numbers differing by 2.the numbers differing by 1.integers.opposite numbers.
1003187306 Level: ALet |2x+6|−4=0. Choose the correct statement.The equation has two solutions.Any real value of x is a solution.The equation has just one solution.The equation has no solution.
1003187302 Level: CThe equation ||2x−8|−4|=4 has:three real solutionsone real solutionfour real solutionstwo real solutions