1. The problem is to solve the inequality $\frac{m}{5} \geq 7$. 2. To isolate $m$, multiply both sides of the inequality by 5. Since 5 is positive, the inequality direction remains the same. 3. Multiply: $$\frac{m}{5} \times 5 \geq 7 \times 5$$ which simplifies to $$m \geq 35$$ 4. Therefore, the solution to the inequality is all values of $m$ such that $m \geq 35$. 5. Note: The calculation $\frac{7}{5} = 1.4$ is unrelated to solving this inequality and does not affect the solution. Final answer: $$m \geq 35$$