Answer :
Final answer:
Without the specific inequality provided in the question, it's impossible to select the correct values of x that would make the inequality true.
Explanation:
The student's question to select values of x that make the inequality true is incomplete as the actual inequality is not provided, making it impossible to determine the correct choices. Usually, to solve such a problem, we would find the range of values that satisfies the given inequality and then select the appropriate values from the answer choices that fall within that range. For instance, the given practice test notes and content such as 'do not take 8 > 1' and 'if 3 < x < 5 then it will never be larger than 1/(4x)' hint at what kind of inequalities might be under consideration, but without the specific inequality, we cannot provide a definitive set of correct choices.
