Final answer:
The question involves solving an inequality that seems to contain typos. By correcting and solving the inequality, such as '42 - 8x < -4', we find the solution set to be all x greater than 5.75.
Step-by-step explanation:
The question seems to be about solving an inequality. Although there is a typo in the original inequality, based on the given context, we might need to solve an inequality such as 42 - 8x < -4 or some variation. When solving this type of inequality, we subtract 42 from both sides to isolate the term with the variable, resulting in -8x < -46. Next, we divide by -8, remembering to reverse the inequality sign, giving us x > 46/8, which simplifies to x > 5.75. So, if this is the correct interpretation of the inequality, the solution set would be (5.75, infinity), indicating that x can be any number greater than 5.75.