Final answer:
The inequality 6x ÷ 50 can be used to solve problems involving a ratio or proportion. Any value of x greater than 25 satisfies the inequality 6x ÷ 50 > 3.
Step-by-step explanation:
The inequality 6x ÷ 50 can be used to solve problems involving a ratio or proportion. In this case, the inequality represents finding a value for x that satisfies the given condition. Let's solve an example problem using this inequality:
Example problem: Solve the inequality 6x ÷ 50 > 3.
- Multiply both sides of the inequality by 50 to eliminate the fraction: 6x > 150.
- Divide both sides of the inequality by 6 to solve for x: x > 25.
Therefore, any value of x greater than 25 satisfies the inequality 6x ÷ 50 > 3.