\( -40>25-5 x \) and \( 2 x+4 \leq 29- \)

It looks like there are two inequalities in your message. The first one is   –40 > 25 – 5x. The second inequality, however, appears to be incomplete—it ends with “29–” and is missing the term or expression that should come after the minus sign. Could you please check and provide the complete form of the second inequality so I can help solve it? In the meantime, here’s the step‑by‑step solution for the first inequality: Step 1. Write the inequality:   –40 > 25 – 5x Step 2. Subtract 25 from both sides to isolate the term with x:   –40 – 25 > 25 – 5x – 25   –65 > –5x Step 3. Divide both sides by –5. Remember that dividing by a negative number reverses the inequality sign:   (–65)/(–5) < x    (inequality sign flips)   13 < x Which can be rewritten as:   x > 13 So, the solution for the first inequality is all real numbers x such that x > 13. Once you provide the complete form of the second inequality, I can help solve that as well.