It looks like you've shared a set of systems of inequalities that you need to graph and find an ordered pair solution for. Here's a breakdown of the problems:

Problem 6:

1. $y > 3x + 2$
2. $2x + 2y \leq 15$

Problem 7:

1. $0.5x + 6y < 9$
2. $x \geq 3y + 2$

Problem 8:

1. $y < 14 - 2x$
2. $3y \leq 4x + 3$

Problem 9:

1. $y \geq 0.3x + 40$
2. $x + y \geq 22$

For each of these problems, you need to graph the inequalities and find a solution that satisfies both inequalities in the system. Would you like me to guide you through solving these graphically or algebraically, or help with any specific steps?

Let me know if you would like further details on any of the problems!

Here are some related questions for further practice:

1. How do you graph a system of inequalities?
2. How do you find the intersection of two inequalities?
3. What is the difference between strict and non-strict inequalities in graphing?
4. How do you check if an ordered pair satisfies a system of inequalities?
5. How would you solve a system of inequalities using substitution or elimination?

Tip: When graphing inequalities, remember that ">" or "<" means a dashed line, while "≥" or "≤" means a solid line.