Question

1. -8p - 2 ≤ 1 - 8p

Explanation:

Step1: Add $8p$ to both sides

$-8p - 2 + 8p \leq 1 - 8p + 8p$
Simplify to get: $-2 \leq 1$

Step2: Analyze the simplified inequality

The inequality $-2 \leq 1$ is always true, regardless of the value of $p$.

Answer:

All real numbers (the inequality is true for every value of $p$)