Here are the equations from the image you uploaded:

1. $209 - 11n = 11$
2. $\frac{x}{12} = \frac{18}{12}$
3. $-10 = m + (-15)$
4. $-22p = -4$
5. $3 = n - 6$
6. $-7 + s = -18$
7. $b - 2 = 3$
8. $-120 = 10x$
9. $14 + r = 16$
10. $2 - \frac{18}{n} = 7$
11. $-19 = m + 1$
12. $-176 = -11n$
13. $\frac{k}{7} = 2$
14. $27 - 18 = 27 - n$
15. $6 = x + 6 = 22$
16. $-15 = n - 9$

Would you like me to solve all these equations, or do you have specific ones you'd like to work on first?

Here are 5 questions to consider related to these equations:

1. How do we isolate variables in linear equations?
2. What steps are needed to solve a fraction equation like equation 2?
3. How can we handle negative signs when simplifying equations?
4. What methods help in solving multi-variable equations?
5. Can you check your solution by plugging values back into the original equation?

Tip: When solving equations, always perform the same operation on both sides to keep the equation balanced.