1. Let's clarify steps 6 and 7 from your problem. 2. Step 6 usually involves simplifying an expression or performing an operation like factoring or canceling terms. 3. For example, if you have a fraction like $$\frac{6x}{3x}$$, you can cancel the common factor $x$ and simplify to $$\frac{6}{3}$$. 4. This is shown as $$\frac{\cancel{6}x}{\cancel{3}x} = 2$$. 5. Step 7 might involve substituting values or solving for a variable after simplification. 6. If you provide the exact expressions or equations from steps 6 and 7, I can explain them in detail. 7. Please share those steps or the problem context so I can help you better.