Let's go through the questions shown in the image.

1. First set of equations:

   • Solve the following equations: $|x - 3| = x - 3$ $|x - 1| = 2$

2. Second set of inequalities:

   • Solve the following inequalities: $|x - 4| \leq 1$ $\left| x + \frac{1}{x} \right| \leq 2$ $\frac{5 - 2x}{x} < 1$ $2|x + 3| \leq |x - 3|$

3. Third question:

   • Determine if the following implication is true: $-1 \leq x \leq 3 \implies |x| < 1$

4. Fourth question:

   • Find the positive value of $\delta$ so that the following implications are true: $|x - 2| < \delta \implies |5x - 10| < 1$ $|x - 2| < \delta \implies |6x - 18| < 24$

Would you like to start solving a specific part? If so, please let me know which question you'd like to dive into.