Practice problem
Identify the type of solution for the inequality and the reason why: ∣3x−10∣≤−2|3x-10|\leq{-2}∣3x−10∣≤−2
All real numbers: This inequality is true for every value of xxx
Some, but not all real numbers: Some values make ∣3x−10∣≤−2|3x-10|\leq{-2}∣3x−10∣≤−2 true
No solution: Absolute values can't be less than negative numbers
No solution: 888 is greater than 3x3x3x
Type a concept, like “slope” or “photosynthesis”.