Question

a8 -8 ≥ 4e -5a a9

Explanation:

Step1: Add \(5a\) to both sides

To isolate terms with \(a\), we add \(5a\) to each side of the inequality \(-8 \geq 4e - 5a\). This gives \(-8 + 5a \geq 4e\).

Step2: Add 8 to both sides

Next, we add 8 to both sides to further isolate the term with \(a\). So, \(5a \geq 4e + 8\).

Step3: Divide by 5

Finally, divide both sides by 5 to solve for \(a\). We get \(a \geq \frac{4e + 8}{5}\).

Answer:

\(a \geq \frac{4e + 8}{5}\)