Question

(f) Determine the solution set IL of the inequality 42-8, x -4. = (For two separate intervals, enter the leftmost interval in the left pair of input fields, numbers as integers or fractions. Enter "infinity", "infinity", "infinity" or shorter "infty". The brackets around the interval can be changed by clicking on them). ​

Answer 1

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.